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What is the height of an isosceles trapezoid whose parallel sides add up to 66.6 mm and has an area of 22.1778 square cm showing work?

Anonymous

∙ 10y ago

Updated: 10/19/2022

area_trapezoid =½ × sum_parallel_sides × perpendicular_height_between_them

→ height = 2 × area_trapezoid ÷ sum_parallel_sides

10 mm = 1 cm

→ height = 2 × 22.1778 cm² ÷ (66.6 ÷ 10 cm) = 6.66 cm

Wiki User

∙ 10y ago

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Prime factors in bold:1, 2, 3, 4, 6, 8, 9, 12, 18, 24, 27, 36, 37, 54, 72, 74, 81, 108, 111, 148, 162, 216, 222, 243, 296, 324, 333, 444, 486, 648, 666, 729, 888, 972, 999, 1332, 1369, 1458, 1944, 1998, 2187, 2664, 2738, 2916, 2997, 3996, 4107, 4374, 5476, 5832, 5994, 6561, 7992, 8214, 8748, 8991, 10952, 11988, 12321, 13122, 16428, 17496, 17982, 23976, 24642, 26244, 26973, 32856, 35964, 36963, 49284, 52488, 53946, 71928, 73926, 80919, 98568, 107892, 110889, 147852, 161838, 215784, 221778, 242757, 295704, 323676, 332667, 443556, 485514, 647352, 665334, 887112, 971028, 998001, 1330668, 1942056, 1996002, 2661336, 2994003, 3992004, 5988006, 7984008, 8982009, 11976012, 17964018, 23952024, 35928036, 71856072.

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What are the factors and prime factors of 71856072?

Prime factors in bold:1, 2, 3, 4, 6, 8, 9, 12, 18, 24, 27, 36, 37, 54, 72, 74, 81, 108, 111, 148, 162, 216, 222, 243, 296, 324, 333, 444, 486, 648, 666, 729, 888, 972, 999, 1332, 1369, 1458, 1944, 1998, 2187, 2664, 2738, 2916, 2997, 3996, 4107, 4374, 5476, 5832, 5994, 6561, 7992, 8214, 8748, 8991, 10952, 11988, 12321, 13122, 16428, 17496, 17982, 23976, 24642, 26244, 26973, 32856, 35964, 36963, 49284, 52488, 53946, 71928, 73926, 80919, 98568, 107892, 110889, 147852, 161838, 215784, 221778, 242757, 295704, 323676, 332667, 443556, 485514, 647352, 665334, 887112, 971028, 998001, 1330668, 1942056, 1996002, 2661336, 2994003, 3992004, 5988006, 7984008, 8982009, 11976012, 17964018, 23952024, 35928036, 71856072.

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