find the smallest 4 digit number that is exactly divisible by 16,18,24
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The number is 4 by which all number can be divisible ..
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Concept: A quality rule may be a shorthand and helpful method of determinative whether given whole number is dissociable by a hard and fast divisor while not performing arts the division, typically by examining its digits. Exactly divisible means there is no remainder.
Find: Calculate the the smallest 4 digit number that is exactly divisible by 16, 18 and 24.
Solution: LCM of 16, 18 and 24 is 2×2×2×2×3×3 =144.
144 is exactly divisible by 16, 18 and 24.
But it is only 3 digit number not 4.
4 digit number is 144×7=1008.
Final answer: 1008 is exactly divisible by 16, 18 and 24.
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