Question
Asked Sep 30, 2019

Use algebra to find the point at which the line g(x)=−53x+15815 intersects the line k(x)=−95x+585

Write the values of x and y as reduced fractions or integers.

x=
y=

check_circleExpert Solution
Step 1
Rewrite the given equations as follows
g(x)=-53x15,815 as
-(1)
y -53x15,815
k(x)=-95x+585
y-95x 585
-(2)
as
From equation (2) the value of x can be isolated as,
y =-95x585
95x -y585
585
у
95
95
117
у
+
19
95
help_outline

Image Transcriptionclose

Rewrite the given equations as follows g(x)=-53x15,815 as -(1) y -53x15,815 k(x)=-95x+585 y-95x 585 -(2) as From equation (2) the value of x can be isolated as, y =-95x585 95x -y585 585 у 95 95 117 у + 19 95

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Step 2
117
у
in y -53x15,815 to find the value of y
19
Substitute x=-.
95
117
15,815
19
у
y =-53
95
53 у
уУ 3
95
6201
+15,815
19
7,35, 710
у 3
21
help_outline

Image Transcriptionclose

117 у in y -53x15,815 to find the value of y 19 Substitute x=-. 95 117 15,815 19 у y =-53 95 53 у уУ 3 95 6201 +15,815 19 7,35, 710 у 3 21

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