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Algebra
Pregunta

\(5 \) grams of Carbon- \( 14 \) are stored in a c...

\(5 \) grams of Carbon- \( 14 \) are stored in a container. The amount C (in grams) of Carbon- \( 14 \) present after t years can be modeled by \( C = 5 ( 0.99987 ) ^ { t } \) . Round all answers to the hundredths ( \( 2 \) nd place after the decimal) 

How much Carbon- \( 14 \) is present after \( 500 \) years? 

Answer

\(5 \times ( 0.9987 ) ^ { 500 }\)

Possible closed forms 

\( \log ( 1 + e + \pi ^ { 2 } ) \approx 2.609178677401083 \) 

\( \sqrt { \frac { 5 e } { 2 } } \approx 2.606857221089719\) 

Solución
View full explanation on CameraMath App.