Segment Addition Postulate and Solving for X by Andrew Jacobi - August 27, 2014
Given information about the lengths of line segments, Sal forms and solves an equation in order to find the lengths of the segments.
Segment addition postulate and the midpoint. Suppose XA = 3x and AY = 4x - 6. If A is the midpoint of XY, what is the length of XY? 3x 4x - 6 _____ X A Y. The trick in this problem is to see that if A is the midpoint, then XA = AY.
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The Segment Addition Postulate Date_____ Period____ Find the length indicated. ... Write a segment addition problem using three points (like question 11) that asks the student to solve for x but has a solution x .-2-©l E270 K1E30 QKzu2t GaU PS7o7f Ttsw va 7r 3e e XLKLNC7. B A FAWlMlF er1iQgUh1t3su QrWeGsheLr OvYeBdf. 0 Z uM3aBd4eR vw pi 0t nhM ...
Crissel V. asked • 09/06/16 Suppose J is between H and K. Use the Segment Addition Postulate to solve for x. Then find the length of each segment.
Start studying Segment Addition Postulate solve for x. Learn vocabulary, terms, and more with flashcards, games, and other study tools.
Are these correct? Segment Addition Postulate: HJ + JK = HK Problem: HJ = 5x JK = 7x HK = 96 Answer: x = 8 Length of each segment: HJ = 4 JK = 4 KH = 8 Problem: HJ = 2x + 5 JK = 3x - 7 HK = 18 Answer: x = 4 Length of each segment: HJ = 2 JK = 2 HK = 4 Problem: HJ = 6x - 5 JK = 4x - 6 HK = 129 Answer: x = 14 Length of each segment: HJ = 7 JK = 7 HK = 14
Given an information about the lengths of line segments, form and solve an equation in order to find the lengths of the segments. Given an information about the lengths of line segments, form and solve an equation in order to find the lengths of the segments.