Math, asked by piyushverma5810, 6 months ago

A(t)=742e^(-0.03t) where t is time in years. find the amount left after 84 years

Answers

Answered by vinitaghogale15
0

Answer:

ylkytkktkyyooy k oxrdk nsxwiceincecnwxbuwxbjwdniwxmkwd.wkx.wkx.wkx.wkc.ekx.ekc.elc.eclrbbfj

Answered by 7302kzh04
0

Answer: 60mg or 59.701

Step-by-step explanation:

We know this is exponential decay.

So we can

A(T)=the amount of time left after t

Input 742e^(-0.03*84)

Similar questions