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After much tinkering, Aiden's time machine finally works! For his first trip, Aiden will travel $25$ years into the future. If his time machine uses $3$ kilowatts of power to transport him $1$ month into the future, how many kilowatts of power will it use for his first trip? $\newline$ Write your answer as a whole number, decimal, or simplified fraction. Do not round. $\newline$ ____ kilowatts $\newline$

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Multi-step problems with unit conversions

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Q. After much tinkering, Aiden's time machine finally works! For his first trip, Aiden will travel

25

years into the future. If his time machine uses

3

kilowatts of power to transport him

1

month into the future, how many kilowatts of power will it use for his first trip?

\newline

Write your answer as a whole number, decimal, or simplified fraction. Do not round.

\newline

____ kilowatts

\newline

Calculate Total Months: Determine the total number of months in $25$ years. $\newline$ There are $12$ months in a year, so we multiply $25$ years by $12$ months per year to find the total number of months. $\newline$ $25$ years $\times$ $12$ months/year $=$ $300$ months
Calculate Power Usage: Calculate the total power usage for the trip. $\newline$ Since the time machine uses $3$ kilowatts of power to transport Aiden $1$ month into the future, we multiply the total number of months by the power usage per month. $\newline$ $300$ months $\times$ $3$ kilowatts/month $=$ $900$ kilowatts

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