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12 Nov 2019
You may find this question challenging. Given the three points A = [-6, 4], B = [4, 5] and C = [0, -3], consider the triangle Delta ABC, and let M be the points on AC so that BM is the altitude through B perpendicular to AC. Likewise let N be the point on AB so that CN is the altitude through C perpendicular to AB. I) Find M: M = [66/85, -332/85] II) Find N: N = [-3/10, -3/100] Challenge: III) It is known that the three altitudes of any triangle meet at a common port called the orthocenter. For Delta ABC, this orthocenter is H =
You may find this question challenging. Given the three points A = [-6, 4], B = [4, 5] and C = [0, -3], consider the triangle Delta ABC, and let M be the points on AC so that BM is the altitude through B perpendicular to AC. Likewise let N be the point on AB so that CN is the altitude through C perpendicular to AB. I) Find M: M = [66/85, -332/85] II) Find N: N = [-3/10, -3/100] Challenge: III) It is known that the three altitudes of any triangle meet at a common port called the orthocenter. For Delta ABC, this orthocenter is H =
Elin HesselLv2
20 Mar 2019