Question

√m=24,find the value of 2m+1​

Answer 1

Step-by-step explanation:

√m = 24

m = 24²

m= 576

2m + 1

substitute the value of m in this equation

= 2 ( 576 ) + 1

= 1152 + 1

= 1153

hope it helps u........❤

Answer 2

Given:

√m=24.

To find:

The value of 2m+1.

Solution:

To answer the value of 2m + 1, first of all, we need to find out the value of m.

So, as given,

We have,

$√m=24$

On squaring both sides, we have,

$m = {24}^{2}$

$m = 576$

Now,

On putting the value of m = 576 in 2m + 1, we have,

$2m + 1 = 2(576) + 1 = 1152 + 1 = 1153$

Hence, the value of 2m + 1 is 1153.