Two types of chocolates are available in packets having 10 and 12 chocolates respectively. Find the minimum number of packets to be bought so as to get respectively. Find the minimum number of packets to be baught so as to get equal number of chocolates of both the types.
Answers
Step-by-step explanation:
Given, two brands of chocolates are available in pack of 24 and 15 respectively.
We need to buy an equal number of chocolates of both kinds.
For this we find the LCM of 24 and 15
Now,
24=2
3
×3
15=3×5
LCM(24,15)=2
3
×3×5=120
Now,
the number of boxes of pack of 24 =
24
120
=5
and the number of boxes of pack of 15 =
15
120
=8
option B is correct.
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