The volume that is inside the larger cylinder shown but outside the cylinder with the

Question

smaller radius, r, can be found with the formula below.
V = 250 - 10x²2
V is the volume inside the larger cylinder but outside the smaller cylinder in cubic
centimeters.
r is the radius of the smaller cylinder in centimeters.
Which equation and solution gives the radius of the smaller cylinder if the volume
inside the larger cylinder but outside the smaller cylinder is 160xz centimeters"?
160x250x- 10²
r=2
V = 250x - 10x(4)²
V = 90x
160x250x-102²
r=3
V =
250 - 10(4)²
V = 90
5 cm
CLEAR
10 cm
CHECK

Answer 1

The correct equation and solution is:
160x = 250 - 10r²
160x + 10r² = 250
10r² = 250 - 160x
r² = (250 - 160x) / 10
r = √[(250 - 160x) / 10]

Therefore, the correct equation and solution for the radius of the smaller cylinder is:
r = √[(250 - 160x) / 10]

Answer 2

which details from the text best supports the idea that the narrator is cautious in his new setting select two options

Answer 3

Based on the given text, there is no specific information provided about the narrator being cautious in his new setting. It solely mentions equations and calculations related to the volume of cylinders. Therefore, none of the details from the text can be used to support the idea that the narrator is cautious in his new setting.