The function $f (t) = 4600 (0.9)^{\frac{t}{24}}$ represents the change in a quantity over $t$ days. What does the constant 0.9 reveal about the rate of change of the quantity?
The function is exponentially at a rate of $%$ every

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Answer

Evaluate percentage: (1 - 0.9) * 100 = 10%

Steps

Step 1 ：Evaluate decay factor: 0.9.

Step 2 ：Convert decay factor to percentage: (1 - 0.9) * 100.

Step 3 ：Evaluate percentage: (1 - 0.9) * 100 = 10%