Find Interview Questions for Bit Canny Technologies

We are given:

• Profit sharing ratio of X : Y = 2 : 3

• X invested ₹40,000

• We are to find how much Y invested

🟢 Step 1: Use the concept of profit-sharing ratio = investment × time (assuming same time period)

So, if X’s share is 2 parts and he invested ₹40,000, then:

Let Y’s investment be ₹x

Now set up the ratio:

X′s investmentY′s investment=23\frac{X’s\ investment}{Y’s\ investment} = \frac{2}{3}Y′s investmentX′s investment​=32​ 40000x=23\frac{40000}{x} = \frac{2}{3}x40000​=32​

🟢 Step 2: Cross-multiply:

2x=3×40000=120000⇒x=1200002=600002x = 3 × 40000 = 120000 \Rightarrow x = \frac{120000}{2} = 600002x=3×40000=120000⇒x=2120000​=60000

✅ Final Answer:
The amount invested by Y is ₹60,000.

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