Find an equation in the form y = ax³ + bx² + cx + d_whose graph has a critical point that is a local maximum at (0,4) and an inflection point at (1,2).


Find an equation in the form y = ax³ + bx² + cx + d_whose graph has a<br>critical point that is a local maximum at (0,4) and an inflection point at (1,2).<br>

Extracted text: Find an equation in the form y = ax³ + bx² + cx + d_whose graph has a critical point that is a local maximum at (0,4) and an inflection point at (1,2).
a. DOMAIN<br>b. INTERCEPTS<br>c. SYMMETRY<br>d. ASYMPTOTES<br>e. CRITICAL POINTS<br>f. MONOTONICITY AND LOCAL EXTREMA<br>g. INFLECTION POINTS AND CONCAVITY<br>

Extracted text: a. DOMAIN b. INTERCEPTS c. SYMMETRY d. ASYMPTOTES e. CRITICAL POINTS f. MONOTONICITY AND LOCAL EXTREMA g. INFLECTION POINTS AND CONCAVITY

Jun 05, 2022
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