SOLUTION: Equation: T(t)=T(a)=(T(0)-T(T(a))(multiplied by e)^-kt QUESTION: T(t)=70+(180-70)e^-(5/46)(2) e=2.17182818284590459045904523536 The number e is an important irrational num

Algebra ->  Polynomials-and-rational-expressions -> SOLUTION: Equation: T(t)=T(a)=(T(0)-T(T(a))(multiplied by e)^-kt QUESTION: T(t)=70+(180-70)e^-(5/46)(2) e=2.17182818284590459045904523536 The number e is an important irrational num      Log On


   



Question 1201615: Equation: T(t)=T(a)=(T(0)-T(T(a))(multiplied by e)^-kt
QUESTION: T(t)=70+(180-70)e^-(5/46)(2)
e=2.17182818284590459045904523536
The number e is an important irrational number. It is a decimal that continues on forever without pattern. The number e can be calculated exactly since it is an irrational number. It can be approximated by using the expression (1+(1/ln))^n. When this expression is evaluated for larger and larger values of n, the expression approaches the value of e. You can substitute e, with the expression (1=(1/n))^n.

Answer by ikleyn(52835) About Me  (Show Source):
You can put this solution on YOUR website!
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They want YOU make this calculation using your calculator,
by substituting the given numbers into the given formula.


So, do it as instructed.


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