New 👉 Ask your RBI Grade B 2025 Preparation Queries Here!!

    Question

    "Anuj and Bishnu initiated a Construction business with

    Anuj investing Rs. 30,000 and Bishnu investing _________  a certain amount of money. They hired Chetna as a Brand manager and agreed to pay him a 10% commission on the total profit. After one year, they offered Chetna the opportunity to become a partner by contributing Rs. 40,000. Over two years, the business accumulated a total profit of Rs. ____. The difference between the total amount received by Chetna (including profit and commission) and Bishnu's share of the profit at the end of two years is Rs. ____. Now, you need to find the missing values in the blanks." "Which set of values, from the following options, can be placed in the blanks in the same order as listed to make the statement true: I. 40,000, 2,00,000, 20,000 II. 30,000, 3,00,000, 7500 III. 60,000, 2,20,000, 50,000 You need to select the option where the values fit correctly in the statement."
    A Only II Correct Answer Incorrect Answer
    B Only I and II Correct Answer Incorrect Answer
    C Only II and III Correct Answer Incorrect Answer
    D Only I and III Correct Answer Incorrect Answer
    E Only I Correct Answer Incorrect Answer

    Solution

    ATQ, For case I: Ratio of profit shares of 'Auj', 'Bishnu' and 'Chetna' at the end of two years = (30000 × 2):(40000 × 2):(40000 × 1) = 3:4:2 So, commission of 'Chetna' = 2,00,000 × 0.1 = Rs. 20,000 So, gross profit remaining to distribute = 200000 - 20000 = Rs. 1,80,000 So, profit share of 'Bishnu' = 1,80,000 × (4/9) = Rs. 80,000 So, profit share of 'Chetna' = 1,80,000 × (2/9) = Rs. 40,000 So, required difference = 80000 - (40000 + 20000) = Rs. 20,000 So, case I is true. For Case II: Ratio of profit shares of 'Anuj', 'Bishnu' and 'Chetna' at the end of two years = (30000 × 2):(30000 × 2):(40000 × 1) = 3:3:2 So, commission of 'Chetna' = 3,00,000 × 0.1 = Rs. 30,000 So, gross profit remaining to distribute = 300000 - 30000 = Rs. 2,70,000 So, profit share of 'Bishnu' = 2,70,000 × (3/8) = Rs. 1,01,250 So, profit share of 'Chetna' = 2,70,000 × (2/8) = Rs. 67,500 So, required difference = 101250 - (67500 + 30000) = Rs. 3,750 So, case II is not true. For case III: Ratio of profit shares of 'Anuj', 'Bishnu' and 'Chetna' at the end of two years = (30000 × 2):(60000 × 2):(40000 × 1) = 3:6:2 So, commission of 'Chetna' = 2,20,000 × 0.1 = Rs. 22,000 So, gross profit remaining to distribute = 220000 - 22000 = Rs. 1,98,000 So, profit share of 'Bishnu' = 1,98,000 × (6/11) = Rs. 1,08,000 So, profit share of 'Chetna' = 1,98,000 × (2/11) = Rs. 36,000 So, required difference = 108000 - (36000 + 22000) = Rs. 50,000 So, case III is true.

    Practice Next