ABCD is a kite. AB = AD and CB = CD The point B has coordinates (k, 1) where k is a negative constant. The point D has coordinates (8, 7) The straight line L passes through the points B and D The straight line L is parallel to the line with equation 5y – 3x = 6 Find an equation of AC Give your answer in the form px + qy = r where p, q and r are integers. Show your working clearly.
ABCD is a kite. AB = AD and CB = CD The point B has coordinates (k, 1) where k is a negative constant. The point D has coordinates (8, 7) The straight line L passes through the points B and D The straight line L is parallel to the line with equation 5y – 3x = 6 Find an equation of AC Give your answer in the form px + qy = r where p, q and r are integers. Show your working clearly.
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter9: Quadratic Functions And Equations
Section9.7: Solving Systems Of Linear And Quadratic Equations
Problem 21PPS
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ABCD is a kite.
AB = AD and CB = CD
The point B has coordinates (k, 1) where k is a negative constant.
The point D has coordinates (8, 7)
The straight line L passes through the points B and D
The straight line L is parallel to the line with equation 5y – 3x = 6
Find an equation of AC
Give your answer in the form px + qy = r where p, q and r are integers.
Show your working clearly.
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