Question

Write 12√8 in simple radical form .How do i find out what it is?​

Answer 1

Answer:

here your answer mate-

Step-by-step explanation:

When we seek to write a number’s square root in radical form, it always helps to write it out into its prime factors and pull out any terms with even powers.

We must also apply the principle that the square root, as an exponential operation, is distributive over multiplication, or the root of a product of n terms is the product of the roots of the given n terms. Or, expressed algebraically,

√xy=√x . √y

We know that 12=4⋅3=2^2⋅3 :

√12=√2^2 •3=√2^2 •√3

=2√3