HW 31 Sec 6.7 Exponential and Logarithmic Models: Problem 12 (1 point) Carbon 14 decay can be modeled by the following function: $w (t) = C ? e^{? \frac{0.63 t}{5730}}$ where $w (t)$ is Carbon 14's weight in grams, $C$ is Carbon 14's initial weight in grams and $t$ is the number of years. If an antient bone is found to have $51%$ of Carbon 14 left, determine the bone's age. The bone's agc is approximately years. Round your answer to a whole number.

Question

HW 31 Sec 6.7 Exponential and Logarithmic Models: Problem 12 (1 point) Carbon 14 decay can be modeled by the following function:

w (t) = C ? e^{? \frac{0.63 t}{5730}}

where

w (t)

is Carbon 14's weight in grams,

C

is Carbon 14's initial weight in grams and

t

is the number of years. If an antient bone is found to have

51%

of Carbon 14 left, determine the bone's age. The bone's agc is approximately years. Round your answer to a whole number.

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