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200 pt

Pythag Thm. Special Rights. Area. Putting it all together. MISC. 100 pt. 100 pt. 100 pt. 100 pt. 100 pt. 200 pt. 200 pt. 200 pt. 200 pt. 200 pt. 300 pt. 300 pt. 300 pt. 300 pt. 300 pt. 400 pt. 400 pt. 400 pt. 400 pt. 400 pt. 500 pt. 500 pt. 500 pt. 500 pt. 500 pt.

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200 pt

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  1. PythagThm Special Rights Area Putting it all together MISC 100 pt 100 pt 100 pt 100 pt 100 pt 200 pt 200 pt 200 pt 200 pt 200 pt 300 pt 300 pt 300 pt 300pt 300 pt 400 pt 400 pt 400 pt 400 pt 400 pt 500 pt 500 pt 500 pt 500 pt 500pt

  2. A right triangle has legs of length 20’ and 48’. What’s the hypotenuse?

  3. 52 feet ]

  4. The shadow of a flagpole is 5 feet long and the flagpole is 12’ high. What’s the distance from the top of the flagpole to the end of the shadow?

  5. 13 feet

  6. What type of triangle has side lengths of 5”, 6” and 8”?

  7. An obtuse triangle. 25 + 36 < 64

  8. Find the length of segment MO

  9. 6

  10. Find MO

  11. An isosceles triangle has legs of . What’s its hypotenuse?

  12. 6 cm

  13. Find CA.

  14. 10 cm

  15. Find the hypotenuse.

  16. cm

  17. What is the length of the hypotenuse of a 30-60 right triangle with a longer leg of length 16 m?

  18. 32 m - - 3

  19. If the area of a square is 169 m2, what’s the perimeter of one triangle formed by two sides of the square and a diagonal?

  20. Find the length of a line segment with endpoints (1, 4) and (7, 3)?

  21. Find the area of an equilateral triangle with sides measuring 8 feet.

  22. 2

  23. The length of the shorter leg of a 30-60-90 triangle is 3 cm. What is the area of the triangle?

  24. cm2 2

  25. Find the area of the shaded rectangle.

  26. 50 in2

  27. Find the lateral area of a roll of paper towels. The height of the cylinder is 9cm. The outer diameter is 8 cm and the inner diameter is 4 cm.

  28. 108 π cm2

  29. The length of one leg of a right triangle is and the other leg is What’s the length of the hypotenuse?

  30. 5”

  31. Find x and y.

  32. y = 3 units

  33. Find the length of a line segment with endpoints (1, 4) and (7, 3)?

  34. What is the longest pole that can fit in a rectangular closet with dimensions 2’ x 3’ x 10’ high

  35. feet

  36. Find the perimeter of an isosceles right triangle who hypotenuse is

  37. MISC 200 Simplify (7x3 – 2x) – (4x + 1-x3)

  38. 6x3 – 6x - 1

  39. MISC 100 Find the midpoint of segment AB if A(4, 2) and B(16, 4).

  40. (10, 3)

  41. Find TX . Segments XS and VW are medians of equilateral triangle SWY. The length of XS is 18 cm. MISC 500

  42. 6 cm

  43. MISC 400 Find the volume of a cylindrical chocolate cake with diameter 24cm and height of 14cm. It has a 45° slice missing.

  44. 1764π cm3

  45. Find the shaded area. MISC 300

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