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What is the solution of (4 x minus 16) Superscript one-half Baseline = 36? x = 5 x = 13 x = 20 x = 328 If the volume of the rectangular prism is represented by 6x2 – 2x + 8 and the base area is 2x – 4, which expression represents the height? 3x + 5 – 3x – 7 + 3x + 5 + 3x – 7 –

User Tambalolo
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2 Answers

5 votes

Answer:

x = 328

Explanation:

there fore the answer is D

User Bob Reynolds
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1 vote

Answer:

Question 1: x = 328

Question 2: height, h = (3x + 5) remainder 28

Explanation:

Question 1


(4x-16)^{(1)/(2)} = 36

Take the square of both sides


((4x-16)^{ (1)/(2) } )^(2) = 36^(2) \\\\4x-16=1296; 4x = 1296 + 16\\\\4x = 1312\\\\(4x)/(4)= (1312)/(4)\\ \\x = 328

Question 2


Volume, V = 6x^(2) -2x+8\\Base area, B = 2x - 4

Volume = Base Area × Height

V = B × h

Divide both sides by B

h = V/B


h = (6x^(2)-2x+8)/(2x-4)

We need to use long division.

Please check the attached image for the complete solution.

What is the solution of (4 x minus 16) Superscript one-half Baseline = 36? x = 5 x-example-1
User Jason Larke
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