Vishnu and Deepak is two business partners. Vishnu invests Rs. 50,000

1.	Vishnu and Deepak is two business partners. Vishnu invests Rs. 50,000 for 8 months and Deepak invests Rs. 20,000 for 10 months. Find the share of Vishnu from the total profit of Rs. 60,000.1. Rs. 40,0002. Rs. 42,0003. Rs. 42,5004. Rs. 44,5005. None of these
Answer» Correct Answer - Option 1 : Rs. 40,000 Given: Vishnu Invests (I₁) = Rs.50000 Time (t₁) = 8 months Deepak Invests (I₂) = Rs.20000 Time (t₂) = 10 months Total profit = Rs.60000 Formula: Profit = Investments × time Profit (P₁)/Profit (P₂) = (I₁/I₂) × (t₁/t₂) Calculation: We know that – Profit (P₁)/Profit (P₂) = (I₁/I₂) × (t₁/t₂) …….. (1) Put all the given values in equation (1) then we get (P₁/P₂) = (50000/20000) × (8/10) ⇒ (5/2) × (8/10) ⇒ 40/20 ⇒ 2/1 Now, Profit shares of Vishnu = (2/3) × 60000 ⇒ 2 × 20000 ⇒ 40000 ∴ The Profit shares of Vishnu will be Rs. 40,000

Vishnu and Deepak is two business partners. Vishnu invests Rs. 50,000 for 8 months and Deepak invests Rs. 20,000 for 10 months. Find the share of Vishnu from the total profit of Rs. 60,000.1. Rs. 40,0002. Rs. 42,0003. Rs. 42,5004. Rs. 44,5005. None of these

Answer» Correct Answer - Option 1 : Rs. 40,000

Given:

Vishnu Invests (I₁) = Rs.50000

Time (t₁) = 8 months

Deepak Invests (I₂) = Rs.20000

Time (t₂) = 10 months

Total profit = Rs.60000

Formula:

Profit = Investments × time

Profit (P₁)/Profit (P₂) = (I₁/I₂) × (t₁/t₂)

Calculation:

We know that –

Profit (P₁)/Profit (P₂) = (I₁/I₂) × (t₁/t₂) …….. (1)

Put all the given values in equation (1) then we get

(P₁/P₂) = (50000/20000) × (8/10)

⇒ (5/2) × (8/10)

⇒ 40/20

⇒ 2/1

Now,

Profit shares of Vishnu = (2/3) × 60000

⇒ 2 × 20000

⇒ 40000

∴ The Profit shares of Vishnu will be Rs. 40,000

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