Consider the function 𝑓(π‘₯) = 12π‘₯^5 + 30π‘₯^4 βˆ’ 160π‘₯^3 + 4 a. Find the inflection points.

Consider the function 𝑓(π‘₯) = 12π‘₯^5 + 30π‘₯^4 βˆ’ 160π‘₯^3 + 4
a. Find the inflection points.

b. Find the intervals where the graph of the function is concave up.

c. Find the intervals where the graph of the function is concave down.

When I first tried this problem, I got very complicated answers that did not seem correct.

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