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Ken can walk 40 dogs in 8 hours.
How many dogs can Ken walk in 12 hours?
dogs

Ken can walk $40$ dogs in $8$ hours. $\newline$ How many dogs can Ken walk in $12$ hours? $\newline$ dogs

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Divide numbers ending in zeros: word problems

Full solution

Q. Ken can walk

40

dogs in

8

hours.

\newline

How many dogs can Ken walk in

12

hours?

\newline

dogs

Given Information: We know: $\newline$ Dogs walked in $8$ hours: $40$ dogs $\newline$ Hours to find dogs walked for: $12$ hours $\newline$ To find out how many dogs Ken can walk in $12$ hours, we need to determine the rate at which Ken walks dogs per hour and then multiply that rate by $12$ hours. $\newline$ First, let's find the rate per hour. $\newline$ Rate = Number of dogs walked / Number of hours $\newline$ Rate = $40$ dogs / $8$ hours
Calculate Rate: Now, let's calculate the rate at which Ken walks dogs per hour. $\newline$ Rate = $\frac{40 \text{ dogs}}{8 \text{ hours}} = 5 \text{ dogs per hour}$ $\newline$ Ken walks $5$ dogs in one hour.
Calculate Dogs in $12$ Hours: Next, we need to calculate how many dogs Ken can walk in $12$ hours. $\newline$ Dogs walked in $12$ hours = Rate per hour * Number of hours $\newline$ Dogs walked in $12$ hours = $5 \, \text{dogs/hour} \times 12 \, \text{hours}$
Final Answer: Now, let's perform the multiplication to find the final answer. $\newline$ Dogs walked in $12$ hours = $5$ dogs/hour $\times$ $12$ hours = $60$ dogs $\newline$ Ken can walk $60$ dogs in $12$ hours.

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