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Solution

Correct Option: 2

Let A=1kA=1k, B=4kB=4k, C=7kC=7k. Then A+C=8kA+C=8k. Given B=(2x)%B=(2x)\% of (A+C)(A+C), so 4k=2x100×8k4k=\frac{2x}{100}\times 8k. This gives 4=16x1004=\frac{16x}{100}, hence x=40016=25x=\frac{400}{16}=25.

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