Laine reads 200 pages in 240 minutes. If Laine reads 25 pages at this same rate, how long will it take her? minutes

Calculate Rate: Determine the rate at which Laine reads pages per minute. To find the rate, divide the total number of pages read by the total number of minutes. Rate = Total Pages / Total Minutes Rate = 200 pages / 240 minutesFind Rate: Perform the calculation to find the rate. Rate = 200 / 240 Rate = 5/6 pages per minuteCalculate Time: Calculate the time it will take Laine to read 25 pages at the rate of 5/6 pages per minute. Time = Number of Pages / Rate Time = 25 pages / (5/6 pages per minute)Find Time: Perform the calculation to find the time. Time = 25 / (5/6) Time = 25 * (6/5) Time = 5 * 6 Time = 30 minutes

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Laine reads 200 pages in 240 minutes.
If Laine reads 25 pages at this same rate, how long will it take her?
minutes

Laine reads $200$ pages in $240$ minutes. $\newline$ If Laine reads $25$ pages at this same rate, how long will it take her? $\newline$ minutes

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Q. Laine reads

200

pages in

240

minutes.

\newline

If Laine reads

25

pages at this same rate, how long will it take her?

\newline

minutes

Calculate Rate: Determine the rate at which Laine reads pages per minute. To find the rate, divide the total number of pages read by the total number of minutes. Rate $= \frac{\text{Total Pages}}{\text{Total Minutes}}$ Rate $= \frac{200 \text{ pages}}{240 \text{ minutes}}$
Find Rate: Perform the calculation to find the rate. $\newline$ Rate = $\frac{200}{240}$ $\newline$ Rate = $\frac{5}{6}$ pages per minute
Calculate Time: Calculate the time it will take Laine to read $25$ pages at the rate of $\frac{5}{6}$ pages per minute. $\newline$ Time $=$ Number of Pages $/$ Rate $\newline$ Time $=$ $25$ pages $/$ $(\frac{5}{6}$ pages per minute)
Find Time: Perform the calculation to find the time. $\newline$ Time = $\frac{25}{\left(\frac{5}{6}\right)}$ $\newline$ Time = $25 \times \left(\frac{6}{5}\right)$ $\newline$ Time = $5 \times 6$ $\newline$ Time = $30$ minutes