Find the lowest number which when divided by 15, 16 and 21, leaves a remainder of 3 in each case.
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Correct option is
B
235
12=2
2
×3
15=3×5
16=2
4
LCM=2
4
×3×5=240
Now, the number has a remainder of 7 when divided by 12. Similarly, number has remainder 10 on dividing by 15 and remainder is 11 when divided by 16. In each case, we are 5 short of getting a zero remainder. So the desired number must be 240−5=235
Option B
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