Goodwill

Goodwill reflects the non-physical advantages that help a business attract customers and earn superior future profits. A good location makes access convenient and can increase customer flow, while loyal customers provide repeat sales and stable revenue. Together, these factors strengthen the firm’s reputation and earning capacity, so option A is correct. Continuous poor service damages customer satisfaction and therefore reduces goodwill, making option B a negative factor. Frequent changes of owners may create uncertainty and weaken trust, so option C is not generally a goodwill-enhancing factor. A falling reputation directly lowers the expected future benefit of the business, making option D incorrect. The relevant test is whether the factor improves sustainable customer support and excess earning capacity.

Normal profit is the return that the business is expected to earn on its capital employed at the normal rate of return. The governing formula is: Normal Profit = Capital Employed × Normal Rate of Return. Convert 10% into decimal form, 10/100 = 0.10, and apply it to ₹5,00,000. Therefore, normal profit = ₹5,00,000 × 0.10 = ₹50,000. Hence, option A is correct. Option B merely repeats the capital employed and does not apply the rate. Option C results from using an incorrect 20% rate, while option D is the difference between capital and the calculated return, not a profit figure. This normal profit is often used later to calculate super profit by comparing it with average actual profit.

Under the super-profit method, goodwill is calculated by multiplying super profit by the agreed number of years’ purchase. The governing formula is: Goodwill = Super Profit × Years’ Purchase. Substituting the given values gives: ₹40,000 × 2.5. Since 2.5 equals 5/2, the calculation is ₹40,000 × 5/2 = ₹20,000 × 5 = ₹1,00,000. Therefore, option A is correct. Option B divides the super profit by 2.5 instead of multiplying it. Option C uses an unrelated addition or approximation, and option D multiplies by 2 rather than 2.5. The years’ purchase represents the number of future years for which the excess earning capacity is being valued.

An intangible asset is an asset that does not have a physical or material form but provides economic benefit to the business. Goodwill represents advantages such as business reputation, customer loyalty, favourable location, efficient management, or the ability to earn profits above the normal return. These advantages cannot be touched or measured like a machine, yet they can increase the firm’s earning capacity and sale value. Therefore option A correctly states both essential features: no physical form and measurable value. Cash is a tangible monetary asset, machinery is a tangible fixed asset, and a bank loan is a liability rather than an asset. Thus options B, C, and D confuse goodwill with unrelated items.

The governing concept is the earning-capacity basis of goodwill. Goodwill is the value of the business’s favourable reputation and other advantages that enable it to earn profits above the normal profit expected from similar firms. Therefore its value is mainly related to the capacity to generate extra future profits, not merely to the quantity of physical assets. Option A is correct because prospective excess earnings are the economic reason for recognising goodwill. Furniture may support operations but does not by itself determine goodwill; partners’ ages have no direct valuation formula; and a bank passbook records cash or banking transactions rather than business reputation. Valuation methods such as average profit, super profit, and capitalisation ultimately reflect expected earning capacity.

A good reputation builds customer trust, sales and expected future earning capacity, making it an important basis of goodwill. Therefore, a poor reputation generally reduces goodwill by lowering trust and expected profits. Option B is incorrect because goodwill does not always double, and it does not automatically turn into cash. Exam tip: Reputation, location, quality and customer loyalty are common factors affecting goodwill.

Under the average profit method, the adjusted profits of previous years are averaged. Goodwill is then calculated as: Goodwill = Average Profit × Number of Years’ Purchase. Therefore, option A is correct; cash balance, debtors and bank loan are not the basis of this method. Exam tip: Remember the two key elements—average profit and years’ purchase.

Average Profit = Total Profit ÷ Number of Years. Total profit = ₹20,000 + ₹30,000 + ₹40,000 + ₹50,000 = ₹1,40,000. Therefore, average profit = ₹1,40,000 ÷ 4 = ₹35,000. ₹1,40,000 is the total profit, not the average profit. Exam tip: Always divide the total of past profits by the number of years.

Under the average profit method, Goodwill = Average Profit × Years’ Purchase. Therefore, Goodwill = ₹75,000 × 2 = ₹1,50,000. Option B represents only the average profit, while option C incorrectly divides it by 2. Exam tip: Multiply the average profit by the given number of years’ purchase.

This is an inverse calculation under the average-profit method of goodwill valuation. The governing formula is: Goodwill = Average Profit × Years’ Purchase. Since goodwill is ₹180,000 and years’ purchase is 3, rearrange the formula to obtain Average Profit = Goodwill ÷ Years’ Purchase. Thus, Average Profit = ₹180,000 ÷ 3 = ₹60,000. Option A is correct. The figure ₹540,000 results from multiplying instead of dividing, ₹90,000 does not follow from either correct operation, and ₹30,000 would represent division by 6 rather than by the given three years. The answer therefore depends on using the stated units and formula carefully.

In a weighted average profit calculation, each year’s profit is not always treated as equally important. A weight is a number assigned to show the importance given to that year. A larger weight means that the year’s profit will influence the final average more strongly. Therefore, option A is correct.

To calculate the weighted average, each year’s profit is multiplied by its weight. The products are then added and the total is divided by the sum of the weights: weighted average = total of weighted profits ÷ total weights. For example, if a recent year is given weight 3 and an older year weight 1, the recent year affects the result three times as much. Weight does not represent cash, loan, or unsold goods.

Weighted average profit = \((₹40,000 \times 1 + ₹60,000 \times 3) \div (1+3)\) = ₹2,20,000 ÷ 4 = ₹55,000. Option B is the simple average, which incorrectly gives equal importance to both profits. Exam tip: Multiply each profit by its weight, add the products, and divide by the total weight.

The direct answer is option A: goodwill under the super profit method is based on profit above normal profit. Normal profit is the amount a similar business is expected to earn on its capital at the normal rate. Super profit is calculated as actual average profit minus normal profit: \\(\\text{Super Profit}=\\text{Average Profit}-\\text{Normal Profit}\\). Goodwill is then commonly calculated as super profit multiplied by the agreed number of years' purchase. Option A is correct because the method values the firm's extra earning capacity. Option B, total sales, measures turnover rather than extra profit. Option C, cash deposit, is an asset balance and does not show earning capacity. Option D, total drawings, represents withdrawals by partners and is unrelated to goodwill valuation. Exam cue: normal profit is expected profit; super profit is the excess over it.

Super profit = Average Profit − Normal Profit. Therefore, Super Profit = ₹1,20,000 − ₹95,000 = ₹25,000. Option B represents only the normal profit, not the super profit. Exam tip: Always subtract normal profit from average profit to calculate super profit.

In super profit method super profit is multiplied by years purchase. ₹18000 multiplied by 5 equals ₹90000.

Normal profit is calculated by applying normal rate on capital employed. 12% of ₹500000 is ₹60000.

Super profit = Average Profit − Normal Profit = ₹85,000 − ₹65,000 = ₹20,000. Goodwill = Super Profit × Years’ Purchase = ₹20,000 × 4 = ₹80,000, so option A is correct. Option B is only the super profit, not the value of goodwill. Exam tip: Under the super profit method, first calculate super profit and then multiply it by the years’ purchase.

Super profit = Average Profit − Normal Profit. When average profit and normal profit are equal, their difference is zero; therefore, super profit is nil. Option B is incorrect because super profit is the difference between the two profits, not the entire average profit. Exam tip: Write the super profit formula first in goodwill problems.

Normal rate of return is very important in capitalization method. Profit is converted into capital by this rate.

Capitalized value is found by dividing average profit by the rate. Capitalizing ₹72000 at 9% gives ₹800000.

The governing rule in the capitalisation method is that goodwill equals capitalised value of the business minus the actual capital employed. Capitalised value represents the total value implied by the maintainable or normal profit, whereas actual capital represents the net capital already invested. Applying the formula: Goodwill = Capitalised Value − Actual Capital = ₹750,000 − ₹620,000 = ₹130,000. Therefore option A is correct. Option B merely repeats actual capital, and option C merely repeats capitalised value; neither is the difference representing goodwill. Option D adds the two figures, but goodwill is not found by addition. The subtraction must also be made using the same monetary units.

The new partner gets benefit of old profit share. Therefore goodwill is received by old partners who sacrifice.

On admission goodwill is distributed in the ratio in which old partners sacrifice. This is the sacrificing ratio.

The goodwill brought by the new partner is distributed among the old partners in their sacrificing ratio. B’s share is 1 part out of the total 3 + 1 = 4 parts. Therefore, B’s share = ₹40,000 × 1/4 = ₹10,000. Exam tip: divide the goodwill premium according to each partner’s part in the total sacrificing ratio.

When old partners sacrifice in old ratio the sacrificing ratio remains the same. Here the ratio is 5:3.