Question 35

Weight of Arun is 4/7 of the weight of Bablu. Weight of Bablu is 1/2 of the weight of Ram. Weight of Ram is 4 times of the weight of Deep. Weight of Deep is 1/9 of the weight of Ankit. Whose weight is more than the weight of Deep but less than the weight of Bablu?

Solution

Let weight of Ankit = $$9x$$ kg

=> Deep's weight = $$\frac{1}{9}\times9x=x$$ kg

=> Ram's weight = $$4\times x=4x$$ kg

=> Weight of Bablu = $$\frac{4x}{2}=2x$$ kg

=> Arun's weight = $$\frac{4}{7}\times2x=1.14x$$ kg

$$\therefore$$ Ankit > Ram > Bablu > Arun > Deep

Thus, Arun's weight is more than the weight of Deep but less than the weight of Bablu.

=> Ans - (B)

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