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The Maximum Length of a Certain Type of Fish Is $D = 57 \times 0.86 ^ { t }$

question 55

Multiple Choice

The maximum length of a certain type of fish is 60 centimeters. The difference between the maximum length and the length at age $The maximum length of a certain type of fish is 60 centimeters. The difference between the maximum length and the length at age years is given by D = 57 \times 0.86 ^ { t } centimeters. Write a formula That gives the length L , in centimeters, of the fish at age years. A) L = 60 + 57 \times 0.86 ^ { t } B) L = 60 - 57 \times 0.86 ^ { t} C) L = 60 \times 57 \times 0.86 ^ { t } D) L = 57 \times 0.86 ^ { t} - 60$ years is given by $D = 57 \times 0.86 ^ { t }$ centimeters. Write a formula
That gives the length L , in centimeters, of the fish at age $The maximum length of a certain type of fish is 60 centimeters. The difference between the maximum length and the length at age years is given by D = 57 \times 0.86 ^ { t } centimeters. Write a formula That gives the length L , in centimeters, of the fish at age years. A) L = 60 + 57 \times 0.86 ^ { t } B) L = 60 - 57 \times 0.86 ^ { t} C) L = 60 \times 57 \times 0.86 ^ { t } D) L = 57 \times 0.86 ^ { t} - 60$ years.

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The Maximum Length of a Certain Type of Fish Is D=57×0.86tD = 57 \times 0.86 ^ { t }D=57×0.86t

Definitions:

The Maximum Length of a Certain Type of Fish Is $D = 57 \times 0.86 ^ { t }$