The length, breadth and height of a hall are 3675 cm, 2100 cm and 1050 cm respectively. Find the maximum length of a tape which can measure the the three dimensions of the hall exactly.
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Step-by-step explanation:
Factorize all the three given dimensions:
3675= 3×5×5×7×7
2100= 2×2×3×5×5×7
1050= 2×3×5×5×7
Common prime factors are: 3,5,5 and 7
H.C.F= 3×5×5×7
= 525
Therefore we need 525 cm long tape to measure the three dimensions.
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