a. 12x
b. 24y
c. 24
d. 12
[√(16x^2) * √(144y^2)] / 2xy = [4x * 12y] / 2xy = 24
QED
sqrt 16x^2 = 4x, sqrt 144y^2 =12y so 4x*12y/2xy
48xy/2xy= 24
Doing this term by term we get
â16 * âx^2 * â144 * ây^2 ÷ 2 ÷ x ÷ y
= 4 * x * 12 * y ÷ 2 ÷ x ÷ y
= 24
Thus, the answer is (c).
Answer is c.
Use rt16 = 4 and rt(x^2) = x etc. This is a very simple problem.
(â16x²*â144y²)/2xy=
(4x*12y)/2xy=
48xy/2xy=
24
answer is c. 24
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Answers & Comments
Verified answer
[√(16x^2) * √(144y^2)] / 2xy = [4x * 12y] / 2xy = 24
QED
sqrt 16x^2 = 4x, sqrt 144y^2 =12y so 4x*12y/2xy
48xy/2xy= 24
Doing this term by term we get
â16 * âx^2 * â144 * ây^2 ÷ 2 ÷ x ÷ y
= 4 * x * 12 * y ÷ 2 ÷ x ÷ y
= 24
Thus, the answer is (c).
Answer is c.
Use rt16 = 4 and rt(x^2) = x etc. This is a very simple problem.
(â16x²*â144y²)/2xy=
(4x*12y)/2xy=
48xy/2xy=
24
answer is c. 24