For each of the following, find the percent change in the volume of a cube. The length of the side of the cube was first increas ed by 50% and then decreased by 20%.
1 answer:
Given here is a cube, whose one side is increased by a given percentage. The task is to find percentage increase in the volume of the cube. Below is the implementation of the above approach:
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Answer:
Step-by-step explanation:
(-3,-3) ; (8,-3)
Slope = 0. so, the line is parallel to x-axis
Answer:
the first answer is correct Edge 2020
Step-by-step explanation:
Answer: 8.3 ounces
Step-by-step explanation:
simple, there's a flat fee for 1 ounce, then 23 cents for each ounce following.
so $2 - $0.32 = $1.68
1.67 / 0.23 = 7.3 ounces
7.3 ounces + 1 ounces (from the flat fee we subtracted)
which equals 8.3
Answer:
(a+5)^2=25 means a^2+5^2=25, a^2=25-25 then a^2=√0, a=0
