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What is the multiplicative rate of change for the exponential function f(x) = 2(5/2)–x(to the negative X)? A.0.4 B.0.6 C.1.5 D.2.5
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Is this the function? $$\Large f(x) = 2\left(\frac52 \right) ^{-x} $$
yeah
first lets make the exponent positive
$$\Large f(x) = 2\left(\frac52 \right) ^{-x} = 2 \left(\frac25 \right) ^{x} $$ 2/5 is the multiplicative rate of change, I think.
since 2 is being multiplied by 2/5, then (2/5)^2 , etc
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what does 2/5 equal to in decimal?
0.4
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