In the figure at the right, WY bisects UV at Y and UY bisects TW at X. For each situation, find the value of x and the measure of the indicated segment. 13. UY = 4x – 3, YV = x; UV 14. UV = x + 6, UY = x – 1; YV 15. TX = 2x + 1, XW = x + 7; TW 16. WX = x + 5, TW = 4x + 5: TX

Intermediate Algebra
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Chapter11: Conics
Section11.1: Distance And Midpoint Formulas; Circles
Problem 11.1TI: Use the rectangular coordinate system to find the distance between the points (6,1) and (2,2).
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I just need 13-16 pls and thank you questions are in the image
In the figure at the right, WY bisects UV at Y and UY bisects
TW at X. For each situation, find the value of x and the
measure of the indicated segment.
13. UY = 4x – 3, YV = x; UV
14. UV = x + 6, UY = x – 1; YV
15. TX = 2x + 1, XW = x + 7; Tw
16. WX = x + 5, TW = 4x + 5: TX
Transcribed Image Text:In the figure at the right, WY bisects UV at Y and UY bisects TW at X. For each situation, find the value of x and the measure of the indicated segment. 13. UY = 4x – 3, YV = x; UV 14. UV = x + 6, UY = x – 1; YV 15. TX = 2x + 1, XW = x + 7; Tw 16. WX = x + 5, TW = 4x + 5: TX
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