Find an equation of the line. Write the equation using function notation.
Through (3,−6); perpendicular to 4y=x
y=14xy= \frac{1}{4}xy=41x
Gradient of the line =−(41)=−4=-(\frac{4}{1})=-4=−(14)=−4
y=−4x+cy=-4x+cy=−4x+c
When x=3, y=−6x=3,\>y=-6x=3,y=−6
−6=−4(3)+c-6=-4(3)+c−6=−4(3)+c
c=6c=6c=6
f(x)=−4x+6f(x)=-4x+6f(x)=−4x+6
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