Graph the cube root function and analyze the minimum and maximum on the given interval.
f(x)=4x√3;[1,8]
A)maximum: 8, minimum: 0
B) maximum: 8, minimum: 4
C) 1/2, minimum: 0
D); 1/2, minimum: 14

Question

24-05-2018
Mathematics

contestada

Graph the cube root function and analyze the minimum and maximum on the given interval.
f(x)=4x√3;[1,8]
A)maximum: 8, minimum: 0
B) maximum: 8, minimum: 4
C) 1/2, minimum: 0
D); 1/2, minimum: 14

Respuesta :

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altavistard altavistard · Answer 1 · 2018-05-24T22:19:13+02:00

The cube root function begins in Quadrant III and ends in Quadrant I. It passes through the origin, (0,0).

Did you mean 4*∛3? or 4*x*√3? I will assume you meant the former, not the latter.

The graph of 4*∛3 looks the same as that of ∛3 except that the whole graph has been stretched vertically by a factor of 4.

This function has neither maximum nor minimum.

I urge you to go back to the original problem and ensure that you have copied it exactly as it was given.

Graph the cube root function and analyze the minimum and maximum on the given interval. f(x)=4x√3;[1,8] A)maximum: 8, minimum: 0 B) maximum: 8, minimum: 4 C) 1/2, minimum: 0 D); 1/2, minimum: 14

Respuesta :

Otras preguntas

Graph the cube root function and analyze the minimum and maximum on the given interval.
f(x)=4x√3;[1,8]
A)maximum: 8, minimum: 0
B) maximum: 8, minimum: 4
C) 1/2, minimum: 0
D); 1/2, minimum: 14