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Solve the system by graphing. Type your solution as an ordered pair into the box at the bottom.\\ $y = \frac{9}{7}x + 1$\ $y = -\frac{1}{7}x - 9$

          Solve the system by graphing. Type your solution as an ordered pair into the box at the bottom.\\
$y = \frac{9}{7}x + 1$\
$y = -\frac{1}{7}x - 9$
        
Solve the system by graphing. Type your solution as an ordered pair into the box at the bottom.

y = (9)/(7)x + 1y = -(1)/(7)x - 9

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Elementary and Intermediate Algebra
Elementary and Intermediate Algebra
Alan S. Tussy, R. David Gustafson 5th Edition
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Solve the system by graphing. Type your solution as an ordered pair into the box at the bottom. y=(9)/(7)x+1 y=-(1)/(7)x-9 Solve the system by graphing. Type your solution as an ordered pair into the box at the bottom. 9 +1 1 7-9
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Transcript

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00:01 Now, in this problem, we have to solve the given system of linear equations by graphing.
00:06 And the given system of linear equations we have minus x plus y is equals to 1 and another one we have minus 9x plus 9y is equals to 9.
00:21 Now, we have to graph these equations.
00:24 So, first let me rewrite this equation in this form, x over a plus y over b is equals to 1.
00:32 So, this would be we can write x over minus 1, we can write this way plus y over 1 is equals to 1.
00:40 Right? now, we can divide with 9 both side of this equation here also and here also.
00:47 So, you will get x over minus 1 plus y over 1 is equals to 1.
00:56 Correct? now, you may ask that why we converted this equation in this form because here the for this equation the line cuts the y axis at 1 and it cuts the y axis basically these are the intercepts.
01:13 The line cuts the x axis at minus 1...
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