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@kadijahbaby34334
There are two types of formula to find the equation
First method\[y=mx+c\]second method\[(y-y_1)=m(x-x_1)\]
\[given~that~the~gradient,m=7\]
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\[and~the~point (5,-9)=(x,y)/(x_1,y_1)\]
Now let's use the first method \[y=mx+c\]substitute x=5,y=-9 and m=7 into the equation
to find C
\[-9=7(5)+c\]\[c=-44\]\[Therefore,y=7x-44\]
Now let's use the second method\[(y-y_1)=m(x-x_1)\]substitute x_1=5,y_1=-9 and m=7 into the equation
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\[(y-(-9))=7(x-5)\]\[(y+9)=7(x-5)\]
@narissa
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