Mathematics
Grade6
Easy
Question
The quotient
tells how far a snail may move in one hour. Find that distance. (In feet)
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)
- 100 feet
- 120 feet
- 140 feet
- 160 feet
Hint:
We can multiply the reciprocal of the denominator with the numerator to find the value of the given problem.