Question

If the value of square root 5= 2.24, then find the value of the expression: (5 *(√5)) / ((2*(√5)) - (0.48))

Answer 1

Hey Friend
Here is your answer

Here, root 5 = 2.24
By BODMAS method :-
(5 * 2.24) / ( (2 * 2.24) - (0.48) )
11.2 / (4.48 - 0.48)
11.2 / 4
2.8

Hope this helped you
Have a nice day.

Answer 2

Answer:

 $\frac{(5 \times \sqrt{5})}{(2 \times \sqrt{5}) - (0.48)}=2.8$

Step-by-step explanation:

Given : $\sqrt{5} = 2.24$

To Find : $\frac{(5 \times \sqrt{5})}{(2 \times \sqrt{5}) - (0.48)}$

Solution :

$\frac{(5 \times \sqrt{5})}{(2 \times \sqrt{5}) - (0.48)}$

We are given  $\sqrt{5} = 2.24$

$\frac{(5 \times 2.24)}{(2 \times 2.24) - (0.48)}$

$2.8$

Hence  $\frac{(5 \times \sqrt{5})}{(2 \times \sqrt{5}) - (0.48)}=2.8$