Question

A farmer has 4558 lambs and 4214 sheep. He forms them into flocks, keeping sheep and lambs separate amd having the same number of animals in each flock. If tjese flocks are as large as possible, find the maximum number of animals in each flock

Answer 1

As we know that maximum number of animals in each flock will be HCF of these two so

4558= 2*43*53

4214=2*7*7*43

So HCF= 2*43=86

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Answer 2

The maximum number of animals in each flock is 86.

Step-by-step explanation:

Consider the provided information.

A farmer has 4558 lambs and 4214 sheep.

To find the maximum number of animals in each flock calculate the HCF of 4558 and 4214.

4558= 2×43×53

4214=2×7×7×43

HCF of the given number is = 2×43=86

Hence, the maximum number of animals in each flock is 86.

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