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The area of a square in x2+4xy+4y2x ^ 2 + 4xy + 4y ^ 2 What is the length of a side of square?

Ax + y

Bx + 2y

C2x + y

D2x + 3y

Answer:

B. x + 2y

Read Explanation:

Area of a square =side2= side^2

side2=x2+4xy+4y2side^2=x ^ 2 + 4xy + 4y ^ 2

side2=(x+2y)2side^2=(x+2y)^2

side=x+2yside=x+2y


Related Questions:

Which of the following numbers give 240 when added to its own square?

0.01×0.0025=\sqrt{0.01} \times \sqrt{0.0025} =

Evaluate:

(2+(39+(97+(5+(16)))))\sqrt{\left(2 + \sqrt{\left(39 + \sqrt{\left(97 + \sqrt{(5 + \sqrt{(16)})}\right)}\right)}\right)}

5625=75\sqrt{5625}=75 ആണെങ്കിൽ 0.5625+56.25\sqrt{0.5625}+\sqrt{56.25} എത്രയാണ്?

Evaluate:
(0.053+0.013)÷(0.253+0.053)(0.05^3+0.01^3)\div(0.25^3+0.05^3)