Suraj's sum is four times that of Ravi's sum. Ravi's sum is sixteen ti

1.	Suraj's sum is four times that of Ravi's sum. Ravi's sum is sixteen times Aditya's sum. What is the ratio of the sums of Aditya and Suraj?1. 1 : 642. 1 : 243. 64 : 14. 1 : 16
Answer» Correct Answer - Option 1 : 1 : 64 Let the sum of Suraj be S, Let the sum of Aditya be A, and Let the sum of Ravi be R. Hence, from the given conditions, we get: S = 4R ----(i) R = 16A ⇒ A = R/16 ----(ii) So, we can obtain the ratio of the sums of Aditya and Suraj as: A/S = (R/16)/4R = 1/64 ∴ The required ratio of the sums of Aditya and Suraj is 1 ∶ 64

Suraj's sum is four times that of Ravi's sum. Ravi's sum is sixteen times Aditya's sum. What is the ratio of the sums of Aditya and Suraj?1. 1 : 642. 1 : 243. 64 : 14. 1 : 16

Answer» Correct Answer - Option 1 : 1 : 64

Let the sum of Suraj be S,

Let the sum of Aditya be A, and

Let the sum of Ravi be R.

Hence, from the given conditions, we get:

S = 4R ----(i)

R = 16A

⇒ A = R/16 ----(ii)

So, we can obtain the ratio of the sums of Aditya and Suraj as:

A/S = (R/16)/4R = 1/64

∴ The required ratio of the sums of Aditya and Suraj is 1 ∶ 64

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Suraj's sum is four times that of Ravi's sum. Ravi's sum is sixteen times Aditya's sum. What is the ratio of the sums of Aditya and Suraj?1. 1 : 642. 1 : 243. 64 : 14. 1 : 16

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