Skip to main content
Sarkari MCQs Government Exam Question Bank
Menu
Question no. 56176

Sameena invests Rs. 50,000 in a software venture, and Nida contributes Rs. 80,000 six months later. From a Rs. 24,500 profit after 3 years, what was Sameena’s portion?

Select your answer for: Sameena invests Rs. 50,000 in a software venture, and Nida contributes Rs. 80,000 six months later. From a Rs. 24,500 profit after 3 years, what was Sameena’s portion?
Show answer

Answer: E. None of these

Explanation

Calculating the effective capital investment requires multiplying each partner's contributed amount by their active duration. Dividing the total profit according to this weighted investment ratio determines each person's exact earnings share. Comparing the calculated share against the provided options shows that the correct answer is not listed. Partnership profits are distributed proportionally based on the product of invested capital and time duration. Investments contributed mid-year accumulate profit over a proportionally shorter operational timeframe. Exam questions frequently include none of these as a valid distractor when calculated answers differ from options.

Venture capitalists calculate profit-sharing ratios based on both funding amount and investment duration. Business owners must account for variable timing when distributing dividends among seasonal investors. Careful evaluation of multiple-choice options prevents students from forcing incorrect answers when none fit. Option A represents an incorrect calculation that ignores the specific time weighting of the capital. Option B results from treating the investment periods as equal rather than adjusting for the six-month delay. Option C miscalculates the weighted ratio by applying faulty fraction multipliers to the initial capital.

Subject
Mathematics
Category
Mathematics
Topic
—
Difficulty
medium

Related questions

Q1. Ramees retailed two bicycles for Rs. 990 each, yielding a 10% profit on the first and a 10% loss on the second. What is their combined cost?

Select your answer for: Ramees retailed two bicycles for Rs. 990 each, yielding a 10% profit on the first and a 10% loss on the second. What is their combined cost?
Show answer

Answer: A. Rs.2000

The first bicycle cost price is calculated using a ten percent profit margin. The second bicycle cost price is calculated using a ten percent loss margin. Adding both individual cost prices together results in a combined...

Q2. Rs. 800 amounts to Rs. 920 in 3 years at simple interest. What would it amount to if the interest rate is raised by 3%?

Select your answer for: Rs. 800 amounts to Rs. 920 in 3 years at simple interest. What would it amount to if the interest rate is raised by 3%?
Show answer

Answer: A. Rs. 992

An initial principal of eight hundred amounts to nine twenty in three years under basic terms. Increasing the annual interest rate by three percent over a three year period adds extra interest earnings. Calculating this...

Q3. Ramees bought 4 dozen apples at Rs. 12 per dozen and 2 dozen at Rs. 16 per dozen. Re-selling the lot for a 20% overall profit, what was his selling price per dozen?

Select your answer for: Ramees bought 4 dozen apples at Rs. 12 per dozen and 2 dozen at Rs. 16 per dozen. Re-selling the lot for a 20% overall profit, what was his selling price per dozen?
Show answer

Answer: B. Rs. 16.00

Calculating the cost for four dozen apples at twelve per dozen gives forty-eight, and two dozen at sixteen gives thirty-two. The total combined cost for all six dozen apples equals eighty, to which a twenty-twenty percen...

Q4. Determine the roots for the quadratic expression: 3x2 – 7x – 6 = 0?

Select your answer for: Determine the roots for the quadratic expression: 3x2 – 7x – 6 = 0?
Show answer

Answer: B. 3, -2/3

Factoring the quadratic expression splits the middle term into appropriate components. Setting each binomial factor to zero yields the correct set of roots. Substituting the derived values back into the expression satisf...

Q5. Operating at a constant pace, 6 identical machines generate 270 bottles per minute. At this rate, how many bottles can 10 such machines produce in 4 minutes?

Select your answer for: Operating at a constant pace, 6 identical machines generate 270 bottles per minute. At this rate, how many bottles can 10 such machines produce in 4 minutes?
Show answer

Answer: D. 1800

Six identical machines produce two hundred seventy bottles per minute, meaning one machine produces forty five bottles per minute. Scaling this up to ten machines increases the production output to four hundred fifty bot...

Q6. Rehman blended 24 kg of butter priced at Rs. 150 per kg with 36 kg priced at Rs. 125 per kg. At what rate per kg should he sell the mixture to achieve a 40% profit?

Select your answer for: Rehman blended 24 kg of butter priced at Rs. 150 per kg with 36 kg priced at Rs. 125 per kg. At what rate per kg should he sell the mixture to achieve a 40% profit?
Show answer

Answer: C. Rs. 189

Multiplying twenty-four kg by one hundred fifty gives a total cost of thirty-six hundred for the first butter batch. Multiplying thirty-six kg by one hundred twenty-five gives forty-five hundred for the second batch, res...

New!

Mock Test System is now available!

Prepare for your exam with interactive mock tests. Select your subjects, attempt 100 random MCQs against the clock, and see exactly where you stand.

Start Mock Test