SOLUTION: How do you solve the problem for 10 years if t is time: {{{ 500e^(-0.0456t) }}}
Oh and this is working with e as in the base of a natural log.
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-> SOLUTION: How do you solve the problem for 10 years if t is time: {{{ 500e^(-0.0456t) }}}
Oh and this is working with e as in the base of a natural log.
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Question 242236: How do you solve the problem for 10 years if t is time:
Oh and this is working with e as in the base of a natural log. Answer by solver91311(24713) (Show Source):
Well, if represents time in years as opposed to some other time unit, then multiply 10 times -0.0456 giving you -0.456, Then raise e to the -0.456 power. You do this on your calculator with the inverse ln function. That is, enter -0.456, click inverse, then click ln. Multiply the result by 500. Done.
