A solid sphere has a cylindrical portion cut out of the inside. The center of the cylinder is the center of the sphere. If the sphere has a radius of 10 and the cylinder has a radius of 4, what is the volume of the figure if the cylinders height is 3/4 the diameter of the sphere?

if you would like with a question it is easy to get an answer by including some or multi choice options

step-by-step explanation:

answer: 104.283185

step-by-step explanation:

3.14159265359 + 3.14159265359= 6.28318530718

since you're subtracting 3 twice, i'm just gonna say -6

6.28318530718 - 6 = 0.28318530718

0.28318530718 + 5 = 5.28318530718

5.28318530718 + 99 = 104.283185307

to prove δxyz ≅ δmno using sss, you need to show the following:

  side 1             side 2               side 3

xy ≅ mn         yz ≅ no           xz ≅ mo

to prove δxyz ≅ δmno using sas knowing side xz and angle o, you need to show the following:

side 1             connecting angle           side 2

xz ≅ mo             ∠z ≅ ∠o                   yz ≅ no

x=20

step-by-step explanation: