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Charles can type 675 words in 9 minutes.
How many words can Charles type in 13 minutes?
words

Charles can type $675$ words in $9$ minutes. $\newline$ How many words can Charles type in $13$ minutes? $\newline$ words

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Divide numbers ending in zeros: word problems

Full solution

Q. Charles can type

675

words in

9

minutes.

\newline

How many words can Charles type in

13

minutes?

\newline

words

Determine typing rate: Determine the rate at which Charles types. $\newline$ To find out how many words Charles can type per minute, we divide the total number of words he can type by the number of minutes it takes him to type them. $\newline$ Rate = $\frac{\text{Total words typed}}{\text{Total minutes}}$ $\newline$ Rate = $\frac{675 \text{ words}}{9 \text{ minutes}}$
Calculate rate: Calculate the typing rate. $\newline$ Now we perform the division to find out Charles's typing rate per minute. $\newline$ Rate = $\frac{675}{9}$ $\newline$ Rate = $75$ words per minute
Calculate words in $13$ minutes: Calculate the number of words Charles can type in $13$ minutes. $\newline$ To find out how many words Charles can type in $13$ minutes, we multiply his typing rate by the number of minutes. $\newline$ Total words in $13$ minutes = Rate $\times$ $13$ minutes $\newline$ Total words in $13$ minutes = $75$ words/minute $\times$ $13$ minutes
Perform multiplication: Perform the multiplication to find the final answer. $\newline$ Total words in $13$ minutes = $75 \times 13$ $\newline$ Total words in $13$ minutes = $975$

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