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Prisms and Cylinders: Practice

12 multiple-choice questions, progressively harder.

Level 2 · Intermediate 0 / 12 answered
Question 1 of 12
  1. 1

    An oblique circular cylinder has radius 44 cm, perpendicular height 66 cm, and slanted joining segments of length 1010 cm. What is its volume?

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  2. 2

    A right prism has right triangular bases with legs 66 cm and 88 cm. The bases are 1111 cm apart. What is its volume?

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  3. 3

    A closed right triangular prism has base sides 88, 1515, and 1717 cm. The 88 cm and 1515 cm sides are perpendicular, and the prism height is 66 cm. What is its total surface area?

    Match lateral rectangles to base edgesNet of a right triangular prism. Three rectangles have widths 8, 15, 17 and common height 6. Right triangular ends attach to the middle rectangle. Solid lines are cut edges; dashed lines are folds.815176817two bases, each area B
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  4. 4

    A prism has volume 162162 cubic cm and base area 2727 square cm. What is its perpendicular height?

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  5. 5

    A circular cylinder has volume 150π150\pi cubic cm and radius 55 cm. What is its perpendicular height?

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  6. 6

    An ideal rectangular box has base 44 cm by 77 cm and perpendicular height 99 cm. It includes the bottom and four upright sides, with no lid. What material area is included?

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  7. 7

    A closed right prism has base area 2020 square cm, base perimeter 2424 cm, and total surface area 208208 square cm. What is its height?

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  8. 8

    A closed right circular cylinder has radius 55 cm and height 33 cm. What is its total surface area?

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  9. 9

    An ideal right cylindrical sleeve is open at both ends. Its radius is 77 cm and its height is 22 cm. Ignore thickness. What is its surface area?

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  10. 10

    The side of a right circular cylinder unrolls to a rectangle 12π12\pi cm wide around the base and 55 cm high. What is the cylinder's volume?

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  11. 11

    Why is multiplying the base perimeter by the perpendicular solid height not a general lateral-area method for oblique prisms?

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  12. 12

    A prism and a circular cylinder both have base area 1515 square cm and perpendicular height 88 cm. Which statement justifies equal volumes?

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