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12. Find the values of x and y in the diagram below. (4y - 18) (y + 14) (6x-11)° 81° (x + 5) 13. In AMNP, if m/M = (4x - 3), m/N = (2x-6); and m/ P = (6r-1) fing measure of

12. Find the values of x and y in the diagram below. (4y - 18) (y + 14) (6x-11)° 81° (x + 5) 13. In AMNP, if m/M = (4x - 3), m/N = (2x-6); and m/ P = (6r-1) fing measure of

Intermediate Algebra
Intermediate Algebra
10th Edition
ISBN:9781285195728
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter8: Conic Sections
Section8.2: More Parabolas And Some Circles
Problem 62PS
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12. Find the values of x and y in the diagram below. (4y - 18)° (v + 14)° (6x-11)° 81° (x + 5)° 13. In AMNP, if m/M = (4x - 3)°, m/N = (9x − 6)°; and m/P = (6x - 1), find the value of x and the measure of each angle. X = mZM= mZN = m/P = 14. In ARST, if m/R is five more than twice x, m/s is one more than x, and m/T is sixteen less than seven times x, find x and the measure of each angle. X = m/R = mZS = m/T= = 15. In AABC, if mA is thirteen less than m/C and m/B is eleven less than four times m/C, find the measure of each angle. mZA = m/B= mZC = 16. In AJKL, if m/K is nine more than m/J and m/L is 21 less than twice mZJ, find the measure of each angle. mZJ = m/K= m/L= Gina Wilson (All Things AlgebraⓇ, LLC), 2014-2020
Transcribed Image Text:12. Find the values of x and y in the diagram below. (4y - 18)° (v + 14)° (6x-11)° 81° (x + 5)° 13. In AMNP, if m/M = (4x - 3)°, m/N = (9x − 6)°; and m/P = (6x - 1), find the value of x and the measure of each angle. X = mZM= mZN = m/P = 14. In ARST, if m/R is five more than twice x, m/s is one more than x, and m/T is sixteen less than seven times x, find x and the measure of each angle. X = m/R = mZS = m/T= = 15. In AABC, if mA is thirteen less than m/C and m/B is eleven less than four times m/C, find the measure of each angle. mZA = m/B= mZC = 16. In AJKL, if m/K is nine more than m/J and m/L is 21 less than twice mZJ, find the measure of each angle. mZJ = m/K= m/L= Gina Wilson (All Things AlgebraⓇ, LLC), 2014-2020
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