Question

If square root of 2=1.41, then what is the square root of the (5*1.6+24+3*6)?

Answer 1

Answer:

7.05

Step-by-step explanation:

square root of  (5*1.6+24+3*6)  = √(5*1.6+24+3*6) = √50 = 5√2 = 5×1.41 = 7.05

Answer 2

$\sqrt{5\times 1.6+24+3\times 6}=7.05$

Step-by-step explanation:

Given : If square root of 2=1.41.

To find : What is the square root of the (5*1.6+24+3*6)?

Solution :

First we solve the expression,

Expression - $\sqrt{5\times 1.6+24+3\times 6}$

$\sqrt{5\times 1.6+24+3\times 6}=\sqrt{5\times \frac{16}{10}+24+18}$

$\sqrt{5\times 1.6+24+3\times 6}=\sqrt{8+24+18}$

$\sqrt{5\times 1.6+24+3\times 6}=\sqrt{50}$

Factories 50,

$\sqrt{5\times 1.6+24+3\times 6}=\sqrt{2\times 5\times 5}$

$\sqrt{5\times 1.6+24+3\times 6}=5\sqrt{2}$

Put the value, $\sqrt{2}=1.41$

$\sqrt{5\times 1.6+24+3\times 6}=5\times 1.41$

$\sqrt{5\times 1.6+24+3\times 6}=7.05$

Therefore, $\sqrt{5\times 1.6+24+3\times 6}=7.05$

#Learn more

Root 0.9 into root 1.6​

https://brainly.in/question/10288562