Determining Underwriters under Absolute and Contingent Liabilities (Gross, Net, and Marked Applications)

Underwriters’ liability refers to the responsibility of underwriters to subscribe to securities that remain unsubscribed by the public, according to the underwriting agreement. When a company issues shares or debentures, underwriters may agree to cover the entire issue or a specified portion. Their liability is calculated by considering the number of securities underwritten, public applications received, and the terms of the agreement. The calculation helps determine the number of shares or debentures each underwriter must take up.

Example: A company issues 10,000 shares, and an underwriter agrees to cover the entire issue. If the public subscribes to 8,000 shares, the remaining 2,000 shares may become the underwriter’s responsibility.

Absolute Liability

Absolute liability refers to the fixed obligation of an underwriter to subscribe to a specified number of shares or debentures, irrespective of the number of securities subscribed to by the public, according to the terms of the underwriting agreement. In accounting problems, this concept is commonly associated with firm underwriting, where an underwriter agrees to purchase a definite quantity of securities as a separate commitment. The treatment of firm underwriting when calculating final liability depends on the agreement and the accounting convention specified in the question.

When a company issues shares or debentures, it may enter into an underwriting agreement with one or more underwriters. Underwriters agree to take responsibility for the issue, subject to the contractual terms. If an underwriter makes a firm commitment to subscribe to a specified number of securities, that commitment is generally treated as an absolute obligation. It differs from the ordinary underwriting commitment, which depends on the number of securities left unsubscribed by the public.

Example

ABC Ltd. issues 50,000 equity shares of ₹10 each. Underwriter A agrees to underwrite 60% of the issue and separately undertakes firm underwriting of 2,000 shares.

• Total issue: 50,000 shares

• Underwriting percentage of A: 60%

• Gross underwriting commitment: 50,000 × 60% = 30,000 shares

• Firm commitment: 2,000 shares

Under the separate-commitment method, A’s firm underwriting of 2,000 shares is treated independently from the calculation of its liability for the public issue. The final number of shares A must take up will depend on the public applications credited to A and the treatment of firm applications under the agreement.

Characteristics of Absolute Liability

1. Fixed Commitment

Absolute liability represents a fixed commitment undertaken by an underwriter to subscribe to a specified number of shares or debentures. The quantity is determined in advance through the underwriting agreement. This commitment is generally associated with firm underwriting and is treated according to the agreed terms. It provides clarity regarding the underwriter’s responsibility and helps distinguish a definite subscription commitment from liability arising because the public leaves securities unsubscribed.

2. Independent Obligation

Absolute liability may remain applicable even when the public fully subscribes to the securities issue. This characteristic distinguishes firm underwriting from ordinary underwriting, which primarily covers the shortfall in public subscriptions. However, the exact treatment depends on the underwriting agreement and the method prescribed in the accounting problem. Understanding this distinction helps students calculate the underwriter’s total responsibility without confusing a separate firm commitment with the ordinary underwriting obligation.

3. Contractual Basis

Absolute liability arises from the terms agreed upon between the company and the underwriter. The agreement specifies the number of securities the underwriter has committed to subscribe to and the conditions governing that commitment. Both parties must follow the contractual provisions and applicable legal requirements. A clearly drafted agreement reduces misunderstandings, establishes the responsibilities of the parties, and provides a reliable basis for determining the underwriter’s obligation.

4. Predetermined Quantity

The quantity of securities covered by absolute liability is established before the final subscription results are known. This predetermined amount enables the company to identify the underwriter’s firm commitment in advance. For example, an agreement requiring an underwriter to subscribe to 1,000 shares establishes a commitment for that quantity. The treatment of these shares alongside ordinary underwriting liability depends on whether the question treats firm underwriting separately or adjusts it against the total commitment.

5. Financial Responsibility

Absolute liability creates a financial responsibility for the underwriter to fulfil the agreed subscription commitment. The underwriter must arrange sufficient funds to purchase the securities covered by the contract. This obligation requires financial planning and an assessment of the risks associated with the investment. Proper evaluation helps underwriters avoid entering commitments beyond their capacity and enables companies to rely more confidently on the agreed arrangements.

6. Separate Identification

Absolute liability should be identified separately when analysing underwriting calculations, particularly when a question includes firm underwriting. Separating this commitment from ordinary underwriting liability makes the calculation easier to understand and reduces errors. Students should record the firm commitment, gross liability, and applications credited according to the information provided. This systematic approach ensures that the final liability reflects the specific accounting convention and contractual conditions applicable to the securities issue.

7. Certainty of Commitment

Absolute liability provides certainty regarding the quantity of securities covered by a firm underwriting commitment. Unlike contingent liability, which depends on public subscription results, the firm commitment is specified in advance. This distinction helps companies plan their fundraising activities and identify the obligations accepted by underwriters. However, certainty about the quantity does not remove investment risk, and the actual legal responsibility remains governed by the agreement and applicable requirements.

8. Relevance to Accounting Calculations

Absolute liability is important in accounting problems involving underwriting of shares and debentures. Students must identify the firm commitment and determine how it should be treated when calculating the underwriter’s final liability. Some questions require it to be considered separately, while others specify adjustments against the ordinary commitment. Following the stated method prevents double counting and ensures that the final number of securities attributed to each underwriter is calculated accurately.

Importance of Absolute Liability

1. Ensures Certainty

Absolute liability provides certainty about the number of securities an underwriter has firmly agreed to subscribe to. This allows the company to identify a definite commitment rather than relying entirely on public demand. Knowing the specified quantity helps management assess the expected support available for the securities issue. It also improves the clarity of the underwriting arrangement and makes the responsibilities of the underwriter easier to understand.

2. Supports Capital Planning

Absolute liability assists companies in planning their capital-raising activities by identifying firm subscription commitments. Management can consider these commitments while preparing financial estimates, arranging investments, and scheduling business expansion. Although the actual availability of funds depends on fulfilment of the agreement and other applicable conditions, a definite commitment improves planning. It also helps companies evaluate whether the proposed issue structure is suitable for their financial requirements and objectives.

3. Clarifies Responsibilities

Absolute liability clearly identifies the responsibility accepted by an underwriter under a firm underwriting arrangement. The company and underwriter can determine the quantity of securities covered and the conditions for fulfilling the commitment. This clarity reduces confusion between firm underwriting and ordinary underwriting liability. Clear responsibilities also support effective communication, improve coordination during the issue process, and provide a contractual basis for addressing disagreements that may arise between the parties.

4. Improves Financial Preparation

A definite underwriting commitment encourages underwriters to prepare financially for their obligations. They can assess their available funds, borrowing capacity, investment exposure, and other financial commitments before accepting the arrangement. Such preparation reduces the possibility of entering an agreement without adequate resources. It also encourages responsible decision-making and helps underwriters evaluate whether the commitment is appropriate considering the size of the issue and prevailing market conditions.

5. Helps Determine Final Liability

Absolute liability is important when calculating the total responsibility of underwriters in an accounting problem. Identifying firm underwriting separately helps students determine whether it must be added to or adjusted against ordinary underwriting liability. The correct treatment depends on the wording of the agreement and the examination convention. This distinction prevents double counting, supports accurate calculations, and enables the final number of securities to be allocated correctly among underwriters.

6. Strengthens Contractual Discipline

Absolute liability strengthens contractual discipline because the underwriter accepts a clearly defined commitment. Both parties are expected to follow the agreed terms and applicable legal requirements. A properly documented commitment helps establish the intended arrangement and reduces uncertainty about the quantity of securities involved. This discipline encourages professional conduct and promotes greater accountability throughout the issue process, from the initial agreement to the completion of subscription and allotment.

7. Builds Corporate Confidence

A clearly defined firm underwriting commitment can improve management’s confidence in the structure of a securities issue. It indicates that an underwriter has accepted responsibility for a specified quantity, subject to the agreement. This may support the company’s planning and coordination with financial advisers and other intermediaries. Nevertheless, confidence should also depend on the underwriter’s financial strength, the enforceability of the agreement, and compliance with relevant regulations.

8. Supports Accurate Reporting

Absolute liability helps companies and accountants distinguish firm subscription commitments from liabilities arising from an issue shortfall. Correct classification and documentation make underwriting calculations easier to review and verify. Auditors and other stakeholders can examine the agreement to understand the nature of the commitment and the accounting treatment applied. Accurate reporting reduces errors, supports transparency, and ensures that the company’s records reflect the contractual responsibilities associated with its securities issue.

Contingent Liability

Contingent liability in underwriting refers to the obligation of an underwriter to subscribe to shares or debentures that remain unsubscribed by the public. Unlike absolute liability, which arises from a specified firm commitment, contingent liability depends on the final subscription position and the terms of the underwriting agreement. It becomes relevant when public applications are insufficient to cover the securities underwritten by the company’s underwriters.

When a company issues securities to the public, it may appoint one or more underwriters to reduce the risk of insufficient subscription. Each underwriter accepts responsibility for a specified portion of the issue. After the subscription period closes, the company calculates the valid applications received. Applications credited to each underwriter are deducted from that underwriter’s gross commitment. The remaining amount represents the net liability that the underwriter may be required to fulfil.

Example

XYZ Ltd. issues 20,000 shares of ₹10 each. Underwriter A agrees to underwrite 40% of the issue.

• Total issue: 20,000 shares

• Underwriting percentage: 40%

• Gross liability: 20,000 × 40% = 8,000 shares

• Applications credited to A: 6,500 shares

Net contingent liability = Gross liability − Applications credited

Net contingent liability = 8,000 − 6,500 = 1,500 shares.

Therefore, Underwriter A may be required to subscribe to 1,500 shares, provided the calculation follows the underwriting agreement and no additional adjustments are required.

Calculation with Multiple Underwriters

Suppose a company issues 10,000 shares. Underwriter A covers 60%, and Underwriter B covers 40%. Their gross liabilities are 6,000 and 4,000 shares respectively. If A receives credit for 4,200 applications and B receives credit for 2,800 applications, their respective net liabilities are:

• A: 6,000 − 4,200 = 1,800 shares

• B: 4,000 − 2,800 = 1,200 shares

The total shortfall is 3,000 shares.

Characteristics of Contingent Liability

1. Conditional Nature

Contingent liability in underwriting depends on whether the public subscribes to the securities covered by the underwriting agreement. The underwriter may be required to take up the remaining shares or debentures when valid applications are insufficient. Therefore, the final obligation cannot always be determined at the beginning of the issue. It becomes clear after subscription results and relevant contractual adjustments have been considered.

2. Variable Amount

The amount of contingent liability may vary according to the number of valid applications received from the public. Higher subscriptions generally reduce the remaining shortfall, while lower subscriptions may increase the underwriter’s responsibility. The final amount is calculated by comparing gross underwriting liability with applications credited to the underwriter. This variable nature distinguishes contingent liability from a fixed firm commitment and makes accurate subscription records essential.

3. Contractual Responsibility

Contingent liability arises from the underwriter’s agreement to cover a specified portion of an issue. The agreement determines the securities covered, the underwriter’s share of responsibility, and the method for calculating the final obligation. The underwriter must fulfil the applicable commitment according to the contract and relevant legal requirements. Clear contractual terms help prevent disputes and establish the basis for allocating the unsubscribed securities among the participating underwriters.

4. Dependence on Public Subscription

Contingent liability is directly influenced by public demand for the securities being issued. When investors subscribe to a large proportion of the issue, the underwriter’s remaining obligation may be smaller. If applications are insufficient, the underwriter may need to subscribe to a larger number of securities. This relationship explains why companies use underwriting to reduce subscription uncertainty and why the final liability is calculated after the application period closes.

5. Calculation Using Applications

The calculation of contingent liability requires consideration of marked applications, allocated unmarked applications, and gross underwriting commitments. Applications marked for a particular underwriter are generally credited to that underwriter, while unmarked applications are allocated according to the agreement or prescribed method. The remaining shortfall determines the basic net liability. Accurate classification of applications is essential because incorrect allocation can lead to an inaccurate calculation of the underwriter’s obligation.

6. Shared Responsibility

When several underwriters participate in an issue, contingent liability is distributed according to their respective underwriting commitments and the terms of the agreement. Each underwriter’s responsibility is calculated separately after allocating the relevant applications. This arrangement allows multiple parties to share the risk associated with insufficient public subscription. Proper allocation ensures that each underwriter takes responsibility for the appropriate portion of the shortfall rather than leaving the company uncertain about the remaining issue.

7. Determined After Subscription

Contingent liability is generally calculated after the subscription period ends and valid applications have been examined. At that stage, the company can determine the number of shares or debentures subscribed and identify the remaining shortfall. The applications are then credited to the appropriate underwriters, and their net liabilities are calculated. This sequence provides a systematic approach to underwriting calculations and helps the company complete allotment and related financial procedures accurately.

8. Risk-Reducing Function

Contingent liability is an important part of underwriting because it assigns responsibility for the securities that the public does not subscribe to. The arrangement reduces the company’s exposure to insufficient subscription, provided the underwriter fulfils the contractual obligation. It does not eliminate all financial or market risks, but it creates a defined mechanism for handling a shortfall. The effectiveness of this mechanism depends on the agreement, the underwriter’s capacity, and applicable law.

Importance of Contingent Liability

1. Reduces Subscription Risk

Contingent liability helps reduce the risk that a company will fail to obtain the intended subscription for its shares or debentures. Underwriters agree to take up the securities that remain unsubscribed, according to the underwriting agreement. This arrangement provides a mechanism for addressing a shortfall and supports the company’s capital-raising plans. Its effectiveness depends on valid contractual commitments and the ability of underwriters to fulfil their obligations.

2. Supports Financial Planning

Contingent liability helps companies estimate how much capital may be obtained through public applications and how much may need to be subscribed by underwriters. After the subscription period, the company calculates the shortfall and determines each underwriter’s obligation. This information supports cash-flow planning, allotment procedures, and financing decisions. It also helps management assess whether the issue has achieved its intended fundraising objective and whether further action is required.

3. Establishes Underwriter Responsibility

Contingent liability establishes the responsibility of each underwriter for the shortfall covered by the underwriting agreement. It prevents uncertainty about who must subscribe to securities that remain unsubscribed. When several underwriters participate, the liability is calculated according to their commitments and the relevant application allocations. Clearly established responsibilities improve coordination between the company and underwriters and help ensure that the issue is completed in accordance with the agreed terms.

4. Improves Allocation Accuracy

Calculating contingent liability requires applications to be allocated correctly among underwriters. Marked applications are credited to the relevant underwriter, while unmarked applications are distributed using the agreed method. This process improves the accuracy of the final liability calculation and reduces the risk of assigning an incorrect number of securities to any party. Proper allocation is especially important when an issue involves multiple underwriters with different underwriting percentages or contractual responsibilities.

5. Facilitates Completion of the Issue

Contingent liability enables a company to determine the remaining securities that must be taken up after public subscription closes. This helps management organise the next steps in allotment and collection of funds. By calculating the obligations of underwriters systematically, the company can address the shortfall without unnecessary confusion. The process supports orderly completion of the issue, subject to compliance with the underwriting agreement and applicable securities regulations.

6. Helps Assess Financial Exposure

Contingent liability allows underwriters to assess their potential financial exposure arising from insufficient public demand. By understanding the issue size, underwriting percentage, and likely subscription level, they can evaluate the resources required to fulfil the agreement. This assessment supports better risk management and financial preparation. It also encourages underwriters to consider market conditions and their capacity before accepting responsibility for a securities issue.

7. Supports Transparency and Accountability

The calculation of contingent liability creates a documented basis for identifying each underwriter’s final obligation. Companies can maintain records of gross commitments, marked applications, unmarked applications, and net liabilities. These records make the calculations easier to verify and review. Transparent documentation supports accountability between the company and the underwriters and helps identify errors or disagreements before the securities issue is completed.

8. Improves Accounting Accuracy

Contingent liability is important in accounting education and practice because it requires a systematic calculation of the shortfall after considering relevant applications. Correct calculation prevents errors in determining the number of securities attributable to each underwriter. It also helps students distinguish gross liability from net liability and understand the treatment of firm underwriting. Accurate records and consistent methods support reliable financial reporting and the orderly completion of underwriting transactions.

Gross Liability

Gross liability is the total number of shares or debentures that an underwriter agrees to underwrite before deducting the applications received from the public. It represents the initial responsibility assigned to the underwriter under the underwriting agreement. Gross liability is an essential starting point for calculating net liability because it establishes the number of securities for which the underwriter has accepted responsibility.

When a company issues shares or debentures, it may appoint one or more underwriters to cover the issue. The total issue may be divided among the underwriters according to a fixed percentage or a specified number of securities. The portion allocated to each underwriter is known as that underwriter’s gross liability. It is calculated before considering marked applications, unmarked applications, and other adjustments required by the agreement.

Formula: Gross Liability = Total Issue x Underwriting Percentage

Example 1: Single Underwriter

ABC Ltd. issues 20,000 equity shares of ₹10 each. Underwriter A agrees to underwrite 40% of the issue.

• Total issue: 20,000 shares

• Underwriting percentage: 40%

Gross liability = 20,000 × 40% = 8,000 shares.

Thus, Underwriter A’s gross liability is 8,000 shares. Applications received from the public will be considered later when calculating the net liability.

Example 2: Two Underwriters

PQR Ltd. issues 50,000 shares. Underwriter A agrees to underwrite 60%, while Underwriter B agrees to underwrite 40%.

Particulars	Underwriter A	Underwriter B
Total issue	50,000	50,000
Underwriting percentage	60%	40%
Gross liability	30,000	20,000

The total gross liability is 50,000 shares, equal to the entire issue.

Characteristics of Gross Liability

1. Initial Underwriting Commitment

Gross liability represents the initial number of shares or debentures an underwriter agrees to underwrite before deducting applications received from the public. It establishes the underwriter’s allocated share of the issue under the underwriting agreement. This figure forms the starting point for calculating the final obligation. Understanding gross liability is essential because it identifies the total commitment before marked applications, unmarked applications, and other relevant adjustments are considered.

2. Based on Issue Size

Gross liability is calculated using the total number of securities offered and the percentage or quantity assigned to the underwriter. A larger issue generally produces a larger gross liability when the underwriting percentage remains unchanged. The calculation must use the issue size and underwriting terms stated in the question. Accurate identification of these figures ensures that the initial commitment is calculated correctly before the applications are allocated.

3. Depends on the Agreement

Gross liability depends on the underwriting agreement between the company and the underwriter. The agreement may allocate the issue according to percentages, fixed quantities, or another clearly specified method. Where multiple underwriters participate, their respective commitments are determined by the agreed allocation. Reviewing the contract is therefore essential to establish each underwriter’s gross liability and avoid assigning a larger or smaller commitment than the one accepted.

4. Calculated Before Application Deductions

Gross liability is calculated before deducting applications received from the public. It does not initially reflect the reduction in responsibility resulting from marked or unmarked applications. These applications are considered later when determining the underwriter’s net liability. Keeping gross liability separate from application credits makes the calculation process clearer and helps prevent confusion between the initial commitment and the remaining number of securities the underwriter may need to subscribe to.

5. Forms the Basis of Net Liability

Gross liability is the starting figure for calculating net liability. After determining the gross commitment, the company credits the applications allocated to each underwriter and makes other adjustments required by the agreement. The remaining shortfall represents the basic net liability. For example, if gross liability is 8,000 shares and applications credited total 6,500 shares, the basic net liability is 1,500 shares, subject to relevant contractual adjustments.

6. Allocated Among Underwriters

When several underwriters participate in an issue, gross liability is distributed according to their agreed underwriting percentages or quantities. Each underwriter receives a defined portion of the issue for which they accept responsibility. The total gross commitments ordinarily correspond to the portion of the issue covered by the underwriting arrangements. Accurate allocation helps companies determine each underwriter’s starting responsibility and provides a consistent basis for subsequent calculations.

7. Expressed in Securities or Value

Gross liability can be expressed as a number of shares or debentures, or as their monetary value. In accounting problems, the number of securities is often calculated first, after which the value is determined using the relevant issue price or face value. Students should distinguish between the number of securities and the amount of money involved. This distinction ensures that calculations and journal entries reflect the correct units and values.

8. Does Not Reflect Final Shortfall

Gross liability does not show the final number of securities the underwriter must subscribe to after applications have been considered. It represents the initial commitment, not the final shortfall. Public applications may reduce the underwriter’s remaining responsibility, depending on their allocation and the agreement. Therefore, gross liability should not be confused with net liability. Both figures are necessary for understanding the underwriting arrangement and calculating the final obligation accurately.

Importance of Gross Liability

1. Establishes Initial Responsibility

Gross liability identifies the initial responsibility accepted by each underwriter before considering public applications. It helps the company understand how the securities issue has been divided among underwriting parties. This information provides a clear starting point for calculating the remaining obligation after subscription closes. Without gross liability, it would be difficult to determine the correct allocation of applications or calculate the underwriter’s final responsibility consistently.

2. Supports Accurate Calculations

Gross liability is essential for accurate underwriting calculations because net liability is derived from the initial commitment after relevant application credits and adjustments. If gross liability is calculated incorrectly, the final liability will also be incorrect. Correct calculations require the issue size, underwriting percentage, and contractual terms to be identified carefully. This process reduces arithmetic errors and supports reliable accounting records for the issue of shares or debentures.

3. Helps Allocate Underwriting Risk

Gross liability shows how the responsibility for a securities issue is distributed among participating underwriters. Each underwriter’s commitment reflects the percentage or quantity accepted under the agreement. This allocation helps spread the subscription risk across multiple parties rather than assigning the entire issue to one underwriter. It also allows companies to assess the structure of the underwriting arrangement and understand the initial responsibility assigned to each participant.

4. Facilitates Net Liability Calculation

Gross liability is the main starting figure for calculating net liability. Once the initial commitment is known, marked applications and allocated unmarked applications can be deducted according to the relevant method. The resulting amount identifies the basic shortfall attributable to each underwriter. This sequence creates a logical and consistent calculation process. It also helps students understand the relationship between the initial commitment, public subscription, and final underwriting responsibility.

5. Improves Financial Planning

Gross liability helps companies understand the total amount of the issue initially covered by underwriters. This information supports planning for capital raising, subscription monitoring, and allotment procedures. It also enables the company to review whether the underwriting arrangements provide suitable coverage for the intended issue. Although gross liability alone does not determine the final funds raised, it provides an important starting point for evaluating the structure and coverage of the issue.

6. Clarifies Contractual Commitments

Calculating gross liability clarifies the quantity of securities allocated to each underwriter under the underwriting agreement. It provides a numerical basis for understanding the contractual commitment and comparing the responsibilities of different underwriters. Clear calculations reduce ambiguity and support communication between the company and the underwriting parties. They also help identify discrepancies between the agreed underwriting percentages and the allocation recorded in the company’s working papers.

7. Supports Verification and Auditing

Gross liability provides a clear figure that can be checked against the underwriting agreement and the total securities issue. Accountants and auditors can verify whether the allocated percentages or quantities have been applied correctly. A properly documented calculation also helps trace how the final net liability was determined. This improves the reliability of the underwriting records and helps identify mistakes before the company completes the securities issue and related accounting procedures.

8. Strengthens Understanding of Underwriting

Gross liability is a fundamental concept in understanding the accounting treatment of underwriting of shares and debentures. It helps students distinguish the initial underwriting commitment from marked applications, unmarked applications, and net liability. By learning to calculate gross liability first, students can approach complex underwriting problems systematically. This understanding improves examination performance and supports the practical application of underwriting calculations in corporate finance and accounting.

Gross, Net, and Marked Applications in Underwriting of Shares and Debentures

1. Gross Applications

Gross applications refer to the total number of applications received from the public for shares or debentures issued by a company, before deducting any applications or making adjustments for underwriting liability. They represent the overall demand for the securities during the subscription period. Gross applications help the company determine the level of public interest in the issue and provide the initial information needed to calculate underwriters’ liabilities. These applications may include marked and unmarked applications, depending on whether they identify a particular underwriter. Accurate recording of gross applications is essential for determining the subscription position and calculating the underwriters’ final obligations.

Example:

ABC Ltd. issues 10,000 shares and receives applications for 8,000 shares.

• Total applications received: 8,000 shares

• Gross applications: 8,000 shares

These applications are then classified as marked or unmarked for calculating underwriters’ liabilities.

2. Net Liability

Net liability refers to the number of shares or debentures an underwriter must finally subscribe to after deducting the applications credited to that underwriter from the gross underwriting liability, subject to contractual adjustments. It represents the remaining portion of the underwritten issue that has not been covered by applications allocated to the underwriter. Net liability is calculated after considering marked applications, the allocation of unmarked applications, and any applicable treatment of firm underwriting. This calculation helps determine the final responsibility of each underwriter when the public does not fully subscribe to the issue.

Formula: Net Liability = Gross Liability – Applications Credited

Example:

An underwriter agrees to underwrite 6,000 shares and receives credit for applications covering 4,500 shares.

• Gross liability: 6,000 shares

• Applications credited: 4,500 shares

• Net liability: 6,000 − 4,500 = 1,500 shares

Therefore, the underwriter may be required to subscribe to 1,500 shares, subject to the underwriting agreement.

3. Marked Applications

Marked applications are applications that carry the name, stamp, or other identification of a particular underwriter. They indicate that the applications were procured through that underwriter and are generally credited to that underwriter when calculating liability. Marked applications reduce the underwriter’s ordinary underwriting liability because those applications represent securities subscribed to by investors attributed to the underwriter. In an issue involving multiple underwriters, marked applications help distribute responsibility more accurately and avoid allocating the same application to more than one underwriter. Their treatment must follow the underwriting agreement and the calculation method specified in the question.

Example:

ABC Ltd. appoints Underwriter A to underwrite 6,000 shares. Applications bearing A’s identification are received for 4,000 shares.

• Gross liability of A: 6,000 shares

• Marked applications credited to A: 4,000 shares

• Remaining liability before other adjustments: 6,000 − 4,000 = 2,000 shares

Thus, A’s remaining liability is 2,000 shares before considering any unmarked applications or other contractual adjustments.

Difference Between Gross Applications, Net Liability, and Marked Applications