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Question 8:614593
The number of canned food goods in a local store decreases at a rate of 4% pm
food in the store was originally 10,984.
Which function models the number of cans in this store after m months?
A
f(m) = 10,984(0.96)"
B
f(m) = 10,984(1.04)m
C
F(m)= 0.96(10,984)m
D
F(m)= 1.04(10,984)m

Respuesta :

ateequemohdkhan

Answer:

(pls mark as brainliest answer)

Step-by-step explanation:

The correct function that models the number of cans in the store after m months is:

A. \( f(m) = 10,984(0.96)^m \)

This function represents the original number of cans (10,984) decreasing by 4% each month, which is equivalent to multiplying by 0.96 (1 - 0.04 = 0.96). The exponent m represents the number of months the decrease is occurring for.

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