Question

root form of 75 with steps​

Answer 1

The square root of 75 can be written as √75.

 It means that there is a number a such that a × a = 75. It can also be written as: a2 = 75. 

a = √75. a is the 2nd root of 75 and a = 8.66

The square root of any number has two values; one is positive and the other is negative. So, √75 = +8.66 or - 8.66

In the exponential form, we denote √75 as (75) ½

We know that 75 = 5 ×  5 × 3.  In the simplest radical form √75 = 5√3

Answer 2

Step-by-step explanation:

√(75)

=√(25*3)

=5√3

√(75)=5√3