correct answer please A triangle has two of its corners in (4, 0, 7),(0, 4, 7), and the third on the curve in space that consistsof all points (4, 4, a? + 7), where a is a real number.Calculate the area of the triangle as a function of a,f (a), and indicate where it assumes its minimum value(Positively Oriented ON System).Answer: The area f0. = and it assumes its minimum%3D(a) when a En triangel har två av sina hörn i (4, 0, 7),(0, 4, 7), och det tredje på den kurva i rummet sombestår av alla punkter (4, 4, a² +7), där a är ett reellttal. Beräkna arean av triangeln som en funktion av a,f(a), och ange var den antar sitt minimala värde(Positivt orienterat ON-system).Svar: Arean f(a) =och det antar sitt minimumdå a =

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A triangle has two of its corners in (4, 0, 7), (0, 4, 7), and the third on the curve in space that consists of all points (4, 4, a? + 7), where a is a real number. Calculate the area of the triangle as a function of a, f (a), and indicate where it assumes its minimum value (Positively Oriented ON System). Answer: The area f 0. = and it assumes its minimum (a) when a

A triangle has two of its corners in (4, 0, 7), (0, 4, 7), and the third on the curve in space that consists of all points (4, 4, a? + 7), where a is a real number. Calculate the area of the triangle as a function of a, f (a), and indicate where it assumes its minimum value (Positively Oriented ON System). Answer: The area f 0. = and it assumes its minimum (a) when a

Elementary Geometry for College Students

6th Edition

ISBN:9781285195698

Author:Daniel C. Alexander, Geralyn M. Koeberlein

Publisher:Daniel C. Alexander, Geralyn M. Koeberlein

Chapter7: Locus And Concurrence

Section7.2: Concurrence Of Lines

Problem 30E: In MNP for Exercise 29, medians MB, NA and PC intersect at centroid Q. a Find QB If MQ=8.2. b Find...

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