For a recently released movie, the function y=119.67(0.61)x models the revenue earned, y in millions of dollars each week, x for several weeks after its release. based on the equation how much more money , in millions of dollars, was earned in revenue for week 3 than for week 5

$f(x)=119.67(0.61)x$

substitute three in to get

$f(3)=119.67(0.61)(3)$

which simplifies to 218.996.

week five is

$f(5)=119.67(0.61)(5)$

which simplifies to 364.9935

you can then find the difference which shows that week five earned $146.00 more than week three

Answer Link

PallaviB PallaviB · Answer 2 · 2022-06-15T05:28:27-04:00

The money in millions of dollars, was earned in revenue for week $3$ than for week $5$ was $17.056$ millions.

What is revenue ?

Revenue is the amount of gross income produced through sales of products or services.

We have,

The function $y=119.67(0.61)^{x}$ models the revenue earned.

Here,

$y$ in millions of dollars each week,

$x$ for several weeks after its release.

According to question,

We have,

$x= week 3$ and $x=week5$

So Using the above given model for revenue earned,

$y=119.67(0.61)^{3}=27.163$

And

$y=119.67(0.61)^{5}=10.107$

So,

Difference of week $3$ and week $5 =$ revenue earned for week $3$ than for week $5$

i.e.

revenue earned for week $3$ than for week $5=27.163-10.107=17.056$

Hence, we can say that the money in millions of dollars, was earned in revenue for week $3$ than for week $5$ was $17.056$ millions.

To know more about revenue click here

https://brainly.com/question/25402993

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