Mathematics
Grade-4-
Easy
Question
Alicia exercises 45 minutes each day. Find the total minutes does she exercise in 28 days.
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)
- 1,261
- 1,260
- 1,250
- 1,160
Hint:
Multiply the number of days with the number of minutes she exercises each day to find the total number of of minutes she exercises.
The correct answer is: 1,260
Alicia exercises each day = 45 min
she exercises days =28
Total minutes does she exercise in 28 days = ?
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)
1,260 minutes she exercises in 28 days
You can apply the properties of multiplication to solve this problem.