Rafael can type 9 pages an hour.How long will it take him to type 126 pages?
Answer(s): A
Divide the total number of pages to be typed by the number of pages Rafael can type per hour to find the number of hours it will take him to type the pages: 126 pages ÷ 9 pages per hour = 14 hours.
In a 60-minute gym class, 40 girls want to play volleyball, but only 10 can play at a time.For each player to get the same amount of playing time, how many minutes should each person play?
Answer(s): D
Divide the group of 40 girls by the number of girls who can play at the same time: 40 ÷ 10 = 4. This means 4 groups of girls have to share the 60 minutes or 60 minutes ÷ 4 = 15 minutes. Thus, each girl plays for 15 minutes.
The video-rental store charges $2.00 for the first day a rented video is overdue and $1.25 for each day after that.If a person paid $8.25 in late fees, how many days was the video overdue?
Answer(s): B
Subtract the first day's late charge from the total: $8.25 $2.00 = $6.25.Then divide the remainder by $1.25 to determine the number of additional days the video was overdue: $6.25 ÷ $1.25 = 5.Add those 5 days to the first day the video was late, to find that the video was 6 days overdue.
Janet is trying to watch her weight. A 1/2 cup of pudding has 150 calories. The same amount of broccoli has 60 calories.How much broccoli can Janet eat to equal the same number of calories in the 1/2 cup of pudding?
Divide the number of calories in the pudding by the number of calories in the broccoli: 150 ÷ 60 = 21/2. Janet can eat 21/2 times the amount of broccoli as she can eat pudding for the same number of calories. Multiply 21/2 by 1/ 2 cup (the amount of pudding that contains 150 calories) to find how many cups of broccoli she can eat for 150 calories: 2.5 × 0.5 = 1.25 or 11/4 cups.
The neighbor's dog barks at a squirrel every 15 minutes at night.If he first barks at 10 p.m., when you're trying to fall asleep, how many times will he bark by 2 a.m., when you give up trying to sleep and decide to read a book instead?
Answer(s): C
The time between 10 p.m. and 2 a.m. is 4 hours or 240 minutes. Divide the total number of minutes in the time period by 15 minutes the interval that the dog barks. Then add 1 because the dog started barking at the beginning of the period: (240 ÷ 15) + 1 = 17.
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