What function would reveal the minimum of f(x) = 2x^2 + 8x + 6
2 answers:
Answer: derive function f(x) and you get f'(x) = 4x+ 8
Step-by-step explanation: Derivation gives a function which tells
Is original function increasing or decreasing.
When f'(x) = 0, it means that original function of second degree
Changes its direction. Now you solve 4x+8 = 0 and x=-2.
That's the minimum point in his case.
The minimum or the vertex is -2
by using the rule -b/2a
-8/4=-2
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