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Welcome to Volume!

Welcome to Volume!. Jeopardy Expectations. If you cannot follow the following rules, you will be given one warning and then you can do problems out of the textbook. This whole game should be Whisper volume. EVERY student needs to write down the problem on his/her paper

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Welcome to Volume!

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  1. Welcome to Volume!

  2. Jeopardy Expectations • If you cannot follow the following rules, you will be given one warning and then you can do problems out of the textbook. This whole game should be Whisper volume. • EVERY student needs to write down the problem on his/her paper • When your group is done, have ONE student raise his/her hand

  3. Jeopardy Expectations 3. I will then come around and check off one students paper at random. I will give the rest of the groups 30 seconds to finish the problem. 4. If you are correct, you earned points for that round. If you are not, there is no penalty but you get no extra points. 6. The first team that is quiet will get to select the next question.

  4. What do you get if you win? • Piece of chocolate

  5. Geometry Edition

  6. JEOPARDY PRISMS/CYLIN PYRAMIDSCONES SPHERES MISC 100 100 100 100 200 200 200 200 300 300 300 300 400 400 400 400

  7. VOL OF PRISMS/CYLINDERS$100 Question Find the volume of a triangular prism with a height of 9 yd whose base is a right triangle with legs 7 yd and 5 yd long.

  8. VOL OF PRISMS/CYLINDERS$100 Answer Return

  9. VOL OF PRISMS/CYLINDERS$200 Question Find the volume of a cylinder with a diameter of 16 in. and a height of 17 in. Give your answer both in terms of π

  10. VOL OF PRISMS/CYLINDERS$200 Answer = 1088 in3  3418.1 in3 Return

  11. VOL OF PRISMS/CYLINDERS$300 Question a regular hexagonal prism with edge length 10 ft and height 10 ft

  12. VOL OF PRISMS/CYLINDERS$300 Answer V 2598.1 ft3 Return

  13. VOL OF PRISMS/CYLINDERS$400 Question A swimming pool is a rectangular prism. Estimate the volume of water in the pool in gallons when it is completely full (Hint: 1 gallon ≈ 0.134 ft3).

  14. VOL OF PRISMS/CYLINDERS$400 Answer Return

  15. VOL OF PYRAMIDS/CONES$100 Question Find the volume of a rectangular pyramid with length 25 cm, width 17 cm, and height 21 cm

  16. VOL OF PYRAMIDS/CONES$100 Answer 2975 cm3 Return

  17. Daily Double Daily Double!

  18. Find the volume of a regular hexagonal pyramid with a base edge length of 2 cm and a height equal to the area of the base.

  19. Daily Double Answer = 36 cm3 Return

  20. VOL OF PYRAMIDS/CONES$300 Question Find the volume. Leave in terms of pi.

  21. VOL OF PYRAMIDS/CONES$300 Answer Return

  22. VOL OF PYRAMIDS/CONES$400 Question Find the volume of the composite figure. (Hint: The pyramid is cut out of the rectangular prism.)

  23. VOL OF PYRAMIDS/CONES$400 Answer 3000 ft3 Return

  24. SPHERES$100 Question Find the surface area of the sphere.

  25. SPHERES$100 Answer S = 2500 cm2 Return

  26. SPHERES$200 Question Find the diameter of a sphere with volume 36,000 cm3.

  27. SPHERES$200 Answer Return

  28. SPHERES$300 Question Find the volume of a sphere with surface area 324 in2. Give your answers in terms of .

  29. SPHERES$300 Answer The volume of the sphere is 972 in2. Return

  30. SPHERES$400 Question Find the volume AND surface area of the hemisphere

  31. SPHERES$400 Answer V = 23,958ft3; S = 3267ft2 Return

  32. MISC$100 Question The radius and height of the cylinder are divided by four. Describe the effect on the volume.

  33. MISC$100 Answer Divided by 64 Return

  34. MISC$200 Question A hummingbird eyeball has a diameter of approximately 0.6 cm. How many times as great is the volume of a human eyeball as the volume of a hummingbird eyeball?

  35. MISC$200 Answer The human eyeball is about 72.3 times as great in volume as a hummingbird eyeball. Return

  36. MISC$300 Question Find the volume of the composite figure. Give your answer in terms of .

  37. MISC$300 Answer 10,800yd3 Return

  38. MISC$400 Question Cory bought a hexagonal aquarium for his mother ON mother’s day. Due to San Jose’s water shortage Cory’s mom said he could not use more than 6 liters of water in a day. Using the dimensions on the diagram, will Cory be able to fill up the aquarium for his mother in one day? (1 liter = 61.02 in3) Height: 15 in Side of base: 3

  39. MISC$400 Answer Yes, he can! Takes about 5.7 liters. Return

  40. Thank you for playing!

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