Question

Consider the exponential function: f(x)=3(5/4)^3 what is the base,domain,and range for this function.

Answer 1

Answer:Consider the exponential function: f(x) = 3(Five-fourths) Superscript x

The initial value for this function is. 3

The base for this function is . 5/4

The domain for this function is . all real numbers

The range for this function is. y>0

Hope this helps.It is correct on ed.

Answer 2

The base is the number being raised to a power: (5/4).

The function is defined for all values of x, so the domain is (-∞, ∞).

The function given in this problem statement only has one value. That is the entirety of its range: [3(5/4)^3, 3(5/4)^3].

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Usually, an exponential function will have a range from 0 to infinity, not including either: (0, ∞). For that to be the case, we expect to see x in the exponent somewhere.