Question

36. Which one of the following will have cube
root ending with 3 ?
(A) 35937 (B) 46656
(C) 39304 (D) 50653​

Answer 1

Option A) 35937 is correct.

It has cube root ending with 3

The cube root of 35937 is 33.

That is $\sqrt[3]{35937}=33$

Step-by-step explanation:

Given numbers are 35937,46656 ,39304 and 50653

Now verify that the cube root of the given numbers ending with 3

The cube root of 35937 is 33.

And other given numbers have cube roots of the numbers 46656 ,39304 and 50653 are 36,34 and 37 respectively

Therefore the cube root of the number ending with 3 is  $\sqrt[3]{35937}=33$

​Option A) 35937 is correct.

It has cube root ending with 3