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A milkman produces three kinds of milk. On a particular day, he has 170 litres, 102 litres and 374 litres of the three kinds of milk. He wants to bottle them in bottles of equal sizes so that each of the three varieties of milk would be completely bottled
A milkman produces three kinds of milk. On a particular day, he has 170 litres, 102 litres and 374 litres of the three kinds of milk. He wants to bottle them in bottles of equal sizes so that each of the three varieties of milk would be completely bottled. How many bottle sizes are possible such that the bottle size in terms of litres is an integer?
1). 1
2). 2
3). 4
4). 34
1). 1
2). 2
3). 4
4). 34
This Question has 1 answers.
According to question -
⇒ The no. of bottle sizes possible = Factors of HCF (170, 102, 374)
⇒ HCF (170, 102, 374) = 34
⇒ Factors of 34 = 1, 2, 17, 34
∴ Total no. of bottle sizes possible = 4Similar Questions
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