7. What is the area of the donut below? The diameter of the inside circle is 12 centimeters and the radius of the outside circle is 12 centimeters. Area of the donut? Circumference of small circle! Circumference of large circle! Square Centimeters Centimeter Millimeters 8. Select a marble from the ar in the lab. Determine the surface arca and volume of the marble. A.

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter62: Volumes Of Prisms And Cylinders
Section: Chapter Questions
Problem 32A: Solve these exercises. Where necessary, round the answers to 2 decimal places unless otherwise...
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9. Another way to determine the volume ofa solid is by the amount of water it displaces. Obtaln a
100 ml graduated cylinder and fill it to 50 ml with water. Drop the marble into the graduated
cylinder and obtain a difference from your initial reading of 50ml. That is the volume of the
marble. Note: 1 millditer - 1 cuble centimeter. Double check your answer to #7 using this method.
Volume:
_cubic cm.
10. What is the volume of the cylinder below if it is 22 inches in diameter and 5 feet long? What is the
surface area?
Volume in cubic inches?
Cu. Inches
Volume in Cubic centimeters?
Cubic Centimeters
Surface area in Square inches?
Surface area in Square Centimeters?
What is its capacity? How many gallons will it hold?
Square inches
Square Centimeters
Gallons
11. What is the area of the triangle below? What is the perimeter? The base is 22 centimeters and the
height is 24 centimeters.
Square Centimeters
Area in square centimeters
Hypotenuse
Perimeter (in Millimeters)
Centimeters
millimeters
Transcribed Image Text:9. Another way to determine the volume ofa solid is by the amount of water it displaces. Obtaln a 100 ml graduated cylinder and fill it to 50 ml with water. Drop the marble into the graduated cylinder and obtain a difference from your initial reading of 50ml. That is the volume of the marble. Note: 1 millditer - 1 cuble centimeter. Double check your answer to #7 using this method. Volume: _cubic cm. 10. What is the volume of the cylinder below if it is 22 inches in diameter and 5 feet long? What is the surface area? Volume in cubic inches? Cu. Inches Volume in Cubic centimeters? Cubic Centimeters Surface area in Square inches? Surface area in Square Centimeters? What is its capacity? How many gallons will it hold? Square inches Square Centimeters Gallons 11. What is the area of the triangle below? What is the perimeter? The base is 22 centimeters and the height is 24 centimeters. Square Centimeters Area in square centimeters Hypotenuse Perimeter (in Millimeters) Centimeters millimeters
Name:
Date:
Purpose: Become familiar with linear, square & volumetric measurements using both the metric and
English systems.
1. What is the length of the line below?
Inches? (to the nearest 1/16th inch)
Centimeters? (to the nearest 1/10t centimeter)
Millimeters
mm.
2. What is the length of the line below?
Inches? (to the nearest 1/16th inch)
in
Centimeters? (to the nearest 1/10 centimeter)
Millimeters?
cm.
mm.
3. What is the area of the block below?
Square Inches? (to the nearest 1/16 inch)
Square Centimeters? (to the nearest 1/10 centimeter)
Square Millimeters!
q in.
sq cm.
4. What is the surface area of the cube below? (note: all stdes are the same dimension)
Square Inches? (to the nearest 1/16 inch)
Square Centimeters? (to the nearest 1/10 centimeter)
Square Millimeters?
q in.
sq cm.
Sq mm.
5. What is the volume of the cube abovel
Cubic Inches! (to the nearest 1/16* Irch)
Cubic Centimeters! (to the nearest 1/10h centimeter)
cu. in.
Cubic Millimeters?
cu.mm.
6. The two cubes below represent the same total dimenslons as the cube in #4 above. What effect has
splitting the block Into two pieces had on the surface area and the volumel
00
Surface Area?
Volume!
Square cm.
Cubic cm.
7. What is the area of the donut below? The diameter of the inside circle is 12 centimeters and the
radius of the outside circle is 12 centimeters.
Area of the donut?
Circumference of small circle?
Circumference of large circle!
Square Centimeters
Centimeter
Millimeters
8. Select a marble from the jar in the lab. Determine the surface area and volume of the marble.
Area 4 (Pi times radius squared)
Volume 4/3 (Pi times radius cubed)
Area:
Volume:
square cm.
Cubic cm.
Transcribed Image Text:Name: Date: Purpose: Become familiar with linear, square & volumetric measurements using both the metric and English systems. 1. What is the length of the line below? Inches? (to the nearest 1/16th inch) Centimeters? (to the nearest 1/10t centimeter) Millimeters mm. 2. What is the length of the line below? Inches? (to the nearest 1/16th inch) in Centimeters? (to the nearest 1/10 centimeter) Millimeters? cm. mm. 3. What is the area of the block below? Square Inches? (to the nearest 1/16 inch) Square Centimeters? (to the nearest 1/10 centimeter) Square Millimeters! q in. sq cm. 4. What is the surface area of the cube below? (note: all stdes are the same dimension) Square Inches? (to the nearest 1/16 inch) Square Centimeters? (to the nearest 1/10 centimeter) Square Millimeters? q in. sq cm. Sq mm. 5. What is the volume of the cube abovel Cubic Inches! (to the nearest 1/16* Irch) Cubic Centimeters! (to the nearest 1/10h centimeter) cu. in. Cubic Millimeters? cu.mm. 6. The two cubes below represent the same total dimenslons as the cube in #4 above. What effect has splitting the block Into two pieces had on the surface area and the volumel 00 Surface Area? Volume! Square cm. Cubic cm. 7. What is the area of the donut below? The diameter of the inside circle is 12 centimeters and the radius of the outside circle is 12 centimeters. Area of the donut? Circumference of small circle? Circumference of large circle! Square Centimeters Centimeter Millimeters 8. Select a marble from the jar in the lab. Determine the surface area and volume of the marble. Area 4 (Pi times radius squared) Volume 4/3 (Pi times radius cubed) Area: Volume: square cm. Cubic cm.
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ISBN:
9781337798310
Author:
Peterson, John.
Publisher:
Cengage Learning,