how do i find the exact value of point of infliction?
Utilizing the 2nd derivative, if you set the 2nd derivative = 0 and solve for x, then plug that x into f(x) , you should get the (x,y) coordinates of the point of inflection. Correct me if I'm wrong, please!
Inflection. Same way as you find any other turning point (derivative = 0) Except in this case the type of turn is different.
inflection point?
make sure the concavity changes there
by using test numbers around the possible inflection numbers
2nd derivative is for testing. The sign either side of of the derivative will be the same for a point of inflection.
what happens if i get a critical point for the first derivative and when i plug it into the orginal function and the first derivative i get 0's does that mean anything?
It means your point of inflection is at the origin.
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