Question

The main tank has a radius of 70 feet. What is the volume of the quarter-sphered sized tank? Round your answer to the nearest whole number. You must explain your answer using words, and you must show all work and calculations to receive credit.

Answer 1

Idon't understand this because its asking for the volume on a 2D object...

Answer 2

@GingaTheNinja<3 help?

Answer 3

sorry idk D: but ill recommend ppl c:
@ganeshie8
@AccessDenied

Answer 4

@lollymolly

Answer 5

XD wow wasn't counting that the sphere is completely circular and the diameter is technically the height XD sorry for the inconvenience .

Answer 6

Just keeping notes, now.

Answer 7

area = 15393.8

Answer 8

15393.8/4 = 3848.45

Answer 9

whale density = 0.000011142

Answer 10

3848.45/density?

Answer 11

3848.45/0.000011142=345400287.202 NO

Answer 12

3848.45*0.000011142?

Answer 13

0.0428794299

Answer 14

1436760 volume

Answer 15

1436760/4 = (1/4)tank = 359190

Answer 16

0.000011142

Answer 17

359190*0.000011142=

Answer 18

4

Answer 19

The holding tanks are congruent in size and both are in the shape of a cylinder that has been cut in half vertically. The bottom of the tank is a curved surface. What is the volume of both tanks if the radius of tank #1 is 15 feet and the height of tank #2 is 120 feet? You must explain your answer using words, and you must show all work and calculations to receive credit.

Answer 20

it is similar to the sphere
only difference is that it is quarter sized

Answer 21

i know, I'm just doing this for note taking, its easier to calculate everything i need

Answer 22

rad = 15
height = 120
diam = ?
vol = ?
area = ?

Answer 23

diam = 30

Answer 24

(3.14*15^2) =

Answer 25

base = 706.5

Answer 26

vol = 706.5*120 = 84780

Answer 27

84780 / 2 = 42390

Answer 28

holding tanks 1 & 2 vol = 42390

Answer 29

Next:
The stadium is in need of a medical pool to attend to injured or sick whales. The pool will be located adjacent to the holding tanks. Your job is to design a medical pool using a 3-dimensional polyhedral shape you learned about in this module. For safety reasons, the tank can be no more than one-fourth the volume of a holding tank. You will need to submit a 2-dimensional drawing, the dimensions, the volume of your pool, and proof that the pool's volume is no more than one-fourth the volume of a holding tank to your instructor.
Step 3: Reflections
Step 4: What to Submit

Answer 30

42390/4=

Answer 31

max volume allowed for medical pool 10597.5

Answer 32

volume equation for half sphere = V=((4/3)(3.14)(radius)^3)/2

Answer 33

>>>((4/3)(3.14)(17)^3)/2<<<