Question: 5-115. Let us consider the difference between t_(n)=2*3^(n) and f(x)=2*3^(x) . b) Is it possible for t_(n) to equal 1400? If so, determine the value

5-115. Let us consider the difference between

t_(n)=2*3^(n)

and

f(x)=2*3^(x)

.\ b) Is it possible for

t_(n)

to equal 1400? If so, determine the value of

n

that makes

t_(n)=1400

.\ If not, justify why not.\

t_(n)=2*3^(n)

\ No descrete graph\ c) Is it possible for

f(x)

to equal 1400 ? Be prepared to share your reasoning with the class.\

f(x)=2*3^(x)

\ yes because continous\ graph5-115. Let us consider the difference between

t_(n)=2*3^(n)

and

f(x)=2*3^(x)

.\ b) Is it possible for

t_(n)

to equal 1400? If so, determine the value of

n

that makes

t_(n)=1400

.\ If not, justify why not.\

t_(n)=2*3^(n)

\ No descrete graph\ c) Is it possible for

f(x)

to equal 1400 ? Be prepared to share your reasoning with the class.\

f(x)=2*3^(x)

\ yes because continous\ graph

 5-115. Let us consider the difference between t_(n)=2*3^(n) and f(x)=2*3^(x).\ b)

5-115. Let us consider the difference between tn=23n and f(x)=23x. b) Is it possible for tn to equal 1400? If so, determine the value of n that makes tn=1400. If not, justify why not. tn=23n No descrete graph c) Is it possible for f(x) to equal 1400 ? Be prepared to share your reasoning with the class. f(x)=23x yes because continous graph

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