Solved

Find the Maximum, Minimum and Inflection Points for the Function $y=6 x^{2}+4\left(x^{2}-1\right)^{2}$

Question 35

Essay

Find the maximum, minimum and inflection points for the function: $y=6 x^{2}+4\left(x^{2}-1\right)^{2}$ . Use two decimal places.

Related Questions

Q30: Find the maximum and the minimum

Q31: Find the equation of the tangent

Q32: Make a complete graph of the

Q33: Find the angle of intersection between

Q34: Use Newton's method to find the

Q36: Find the maximum and minimum points

Q37: Write the equation of the normal

Q38: Find the equation of the tangent

Q39: Find the maximum, minimum, and inflection

Q40: Write the equation of the tangent