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Answered

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Tennis balls with a diameter of 2.6 inches are sold in cans of three.
The can is a cylinder. What is the volume of the space NOT occupied
by the tennis balls? (Assume the tennis balls touch the can on all
sides, top and bottom.) Round to the nearest tenth and show all steps
and reasoning.
How can you tell if a formula represents Length, an Area, or Volume? What do you look for in
the formula?
Explain how you could get a formula for the volume of the
16 cm
solid.
Find the diagonal of the box, AD, using the Pythagorean
Theorem twice - 1. To find BD and 2. To find AD.
AB = 12 in
BC= 18 in
CD = 4 in
Show all steps for findin the diagonal of the box above using the formula instead of the
Pythagorean Theorem twice.
0
9
Diagonal of a box of
dimensions a, b, c
a2 + b2+c2 = d2

Tennis Balls With A Diameter Of 26 Inches Are Sold In Cans Of Three The Can Is A Cylinder What Is The Volume Of The Space NOT Occupied By The Tennis Balls Assum class=
Tennis Balls With A Diameter Of 26 Inches Are Sold In Cans Of Three The Can Is A Cylinder What Is The Volume Of The Space NOT Occupied By The Tennis Balls Assum class=
Tennis Balls With A Diameter Of 26 Inches Are Sold In Cans Of Three The Can Is A Cylinder What Is The Volume Of The Space NOT Occupied By The Tennis Balls Assum class=

Sagot :

Answer:

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Step-by-step explanation:

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