Write a radical in which the radicand consists of a coefficient and a variable. Use a coefficient that can be simplified best using the greatest perfect square method. Then, simplify the radical completely. You can use "sqrt()" to show a square root. For example 7(sqrt)a can be written as 7(sqrt)a.

Question

Write a radical in which the radicand consists of a coefficient and a variable. Use a coefficient that can be simplified best using the greatest perfect square method. Then, simplify the radical completely. You can use "sqrt()" to show a square root.  For example 7(sqrt)a can be written as 7(sqrt)a.

anonymous · Answer

o_O

What's the problem, exactly?  This just looks like declarative information.  To which I'm like,"Mmmmk..."

Is there something you're asked to solve for or simplify?

anonymous · Answer

$$7\sqrt{a}$$  and...?

anonymous · Answer

Noooo lol

anonymous · Answer

Write a radical in which the radicand consists of a coefficient and a variable. Use a coefficient that can be simplified best using the greatest perfect square method. Then, simplify the radical completely

lalaly · Answer

$$\sqrt{36a}=\sqrt{6}\sqrt{6}\sqrt{a}=6\sqrt{a}$$

anonymous · Answer

Thanks.