How do you graph #f( x ) = - 3( x - 6) ^ { 2} - 1#?

1 Answer
Nallasivam V
Jan 21, 2018

Refer Explanation section

Explanation:

Given -

#y=-3(x-6)^2-1#

While graphing the turning point is very important. For this
find for what value of #x# the slope of the function becomes zero.

The given function is in the vertex form
Its vertex is #(6,-1)#

Take a few points on either side of #x=6# and find their corresponding #y# value. Graph the pair of points.

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