Telling Time
Finding Start Time
Finding End Time
Elapsed Time
Miscellaneous
100

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

What is 10:08

100

Corey finished playing the piano at 6:30 p.m. It takes him 20 minutes to play his songs. At what time did he start playing the piano?

What is 6:10 p.m.?

100

Tracy starts eating breakfast at 7:30 a.m. She eats for 15 minutes. What time is she done with breakfast?

What is 7:45 a.m.?

100

Dance class starts at 6:15 and ends at 6:45. How long does dance class last?

What is 30 minutes?

100

254 + 292 =?

What is 546?

200


What is 4:02

200

A plumber gets done with his job at 7:45 p.m. It takes him 22 minutes to fix the toilet. At what time did he begin fixing the toilet?

What is 7:23 p.m.?

200

Don begins riding his bike at 1:10 p.m. He stops by his friend's house for 10 minutes, goes in the store for 5 minutes, and goes to the park for 10 minutes. At what time does he finish riding his bike?

What is 1:35 p.m.?

200

Tim starts watching his favorite t.v. show at 2:45 p.m. The show ends at 3:20 p.m. How long does Tim watch the tv show?

What is 35 minutes?

200

What is the name of the answer to a multiplication problem?

What is a product?

300


What is 7:55 ?

300

Carla loves playing outside. went in for supper at 6:05 pm. While outside, she jumped rope for 5 minutes, wrote with chalk for 12 minutes, and climbed a tree for another 7 minutes. At what time did she come outside to play?

What is 5:41 p.m.? 

300

A play starts at 3:15 p.m. The first act lasts 15 minutes. The second act lasts 13 minutes and the final act lasts for 7 minutes. What time is the play over?

What is 3:50 p.m.?

300

A store opens for business at 7:00 a.m. It closes at 3:30 p.m. How long does the store stay open?

What is 8 hours and 30 minutes?

300

What is the value of the 2 in

 1, 278?

What is 200?

400

What is the time 7 minutes before 9:00?

What is 8:53?

400

Ms. Plump's class finishes reading at 11:00 a.m. During reading they did centers for 30 minutes, spelling city for 30 minutes, RTI for 25 minutes and a worksheet for 10 minutes. At what time did they start reading?

What is 9:25 a.m.?

400

Diamond goes to the nail shop at 2:45 p.m. She waits in the waiting area for 22 minutes. She gets a manicure for 16 minutes, and a pedicure for 13 minutes. What time does she leave the nail shop?

What is 3:36 p.m.?

400

Carlos loves reading. He sits down to read his book at 5:51 p.m. He finishes reading at 6:23 p.m. How long does he read his book?

What is 32 minutes?

400

What is 1,274 - 956?

What is 318?

500

What is the time 18 minutes after 1?

What is 1:18 ?
500

Tina has to be in class by 8:45 a.m. It takes her 10 minutes to walk to school. She stops at the store for a honeybun for 6 minutes. She also stops to pick her friend Michael up which takes her another 9 minutes. At what time did she leave her house in the morning in order to get to school on time?

What is 8:20 a.m.?

500

Kacey starts her school day at 8:45 a.m. She does reading for 2 hours, math for 1 hour, social studies for 30 minutes, science for 30 minutes and lunch for 35 minutes. What time is school over?

What is 1:20 p.m.?

500

Deshawn fell asleep at 9:45 p.m. He woke up when the alarm went of at 6:30 am. How long did Deshawn sleep?

What is 8 hours and 45 minutes?

500

There are 6 plates. Each plate has 6 pieces of goldfish on it. How many goldfish are in all?

36 pieces of goldfish

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