A milkman has three different qualities of milk. 403 gallons of 1st quality, 465 gallons of 2nd quality and 496 gallons of 3rd quality. Find the least possible number of bottles of equal size in which different milk of different qualities can be filled without mixing
Answers
Answered by
23
Answer:
44 bottles
Step-by-step explanation:
it is given that gallons of
1st quality= 13*31
2nd quality=15*31
3rd quality= 16*31
hence
13+15+16=44 bottles
is the answer
Answered by
0
Answer: Ans is 44
Find the HCF of the three numbers 403,465 and 496 the
The HCF is 31
then divide the each number with resulted HCF value (31) and then add the three numbers that 13+15+16 we get 44
Step-by-step explanation:
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