General
General
Easy
Question
Mary buys a reel of thread for sewing. There are 10 meters of thread on the real. She uses 210 cm. The length of thread left on the reel is ________ centimeters.
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)
- 790 cm
- 1000 cm
- 210 cm
- Can’t define
Hint:
Step 1:Convert the meter into centimeter
1m = 100cm
Step 2:Subtract the thread on reel used by Mary from the complete reel of thread.
The correct answer is: 790 cm
Total length of thread which Mary buys = 10m
1m = 100cm
10m = 1000cm
She uses 210 cm, Then remaining thread = 1000cm – 210cm
= 790cm
The alternative method is, convert the centimeter into meter and subtracting.