Luis's copy of Find coordinates of stationary points of polynomials

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Question 1

For the following function:

$\simplify{ y = 2x^3-{3*(x1+x2)}x^2+{x1*x2*6}x+{c0} }$

Determine the coordinates and the nature of the stationary points.

Minimum point: $\big($ $,$ $\big)$ and maximum point: $\big($ $,$ $\big)$

Enter fractions in their simplest form.

Score: 0/4

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For the following function:

$\simplify{y = 2x^3-3{(x12+x22)}x^2+6{x12*x22}x+{c02}}$

Determine the coordinates and the nature of the stationary points.

Minimum point: $\big($ $,$ $\big)$ and maximum point: $\big($ $,$ $\big)$

Enter fractions in their simplest form.

Score: 0/4

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For the following function:

$\simplify[All,fractionNumbers]{y = {1}/{3}x^3-{(x13+x23)}/{2}x^2+{x13*x23}x+{c03}}$

Determine the coordinates and the nature of the stationary points.

Minimum point: $\big($ $,$ $\big)$ and maximum point: $\big($ $,$ $\big)$

Enter fractions in their simplest form.

Score: 0/4

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