Question

Enter the values for the variables that give the correct simplified expressions, x = ≥ 0.

StartRoot 50 x squared EndRoot = StartRoot 25 times 2 times x squared EndRoot = 5 x StartRoot b EndRoot
b =

StartRoot 32 x EndRoot = StartRoot 16 times 2 times x EndRoot = c StartRoot 2 x EndRoot
c =

StartRoot 18 n EndRoot = StartRoot 9 times 2 times n EndRoot = e StartRoot 2 n EndRoot
e =

StartRoot 72 x squared EndRoot = StartRoot 36 times 2 times x squared EndRoot = g x StartRoot 2 EndRoot
g =

Answer 1

2

4

3

6

Explanation:

Those are the correct answers

Answer 2

b= 2x²; c = 4; 3 = 3 ; g = 6x

Explanation:

`\textbf{(1)}\\\sqrt{50{x}^(2) } = \sqrt{25*2x^(2)} = 5* \mathbf{\sqrt{2x^(2)}}\\\textbf{b = 2x}^(2)\\\\\textbf{(2)}\\√(32x) = √(16 * 2x) = \mathbf{4}* √(2x)\\\textbf{c = 4}\\\\\textbf{(3)}\\√(18n) = √(9 * 2n) = \mathbf{3}* √(2n)\\\textbf{e = 3}\\\\\textbf{(4)}\\\sqrt{72x^(2)} = \sqrt{36 * 2x^(2)} = 6* √(2) * x\\= \mathbf{6x}√(2)\\\textbf{g = 6x}`