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Downloady=e^(ax+b)
by chain rule,we can solve this
dy/dx=(dy/dt)(dt/dx) ____(1)
take ax+b =t, then y=e^t,
dy/dt=e^t and dt/dx=a,
putting value of dy/dt and dt/dx in (1),we get
dy/dx= a*e^(ax+b).
Here, given equation is,x^2=18y____(1)
compare equation (1) with,parabola equation,x^2=4ay
so, 4a=18
hence, a=18/4
a=9/2
put the value of 'a' on the graph...
|x-2|-4*|-6|
|-6|=6 and |x-2|=either (x-2) or -(x-2)
for |x-2|=x-2 ,(x-2)-24=x-26
for |x-2|=-(x-2),-(x-2)-24=-x-22
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