HCF and LCM Aptitude Questions Practice Question and Answer
8 4 Q:
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Q: The LCM of four consecutive numbers is 60 The sum of the first two numbers is equal to the fourth number. What is the sum of four numbers?
1120 06400902386fd4161466a44c5
6400902386fd4161466a44c5- 117false
- 214true
- 321false
- 424false
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Answer : 2. "14"
Q: A number between 1000 and 2000 which when divided by 30, 36 and 80 gives a remainder 11 in each case is:
1114 064008eed35d86258eccf290d
64008eed35d86258eccf290d- 111523false
- 21451true
- 31641false
- 41712false
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Answer : 2. "1451"
Q: On dividing 256a2b2c2 by 64a2, we get
1113 062ce947e31b6d2015533b673
62ce947e31b6d2015533b673- 14false
- 24b2c2true
- 32c2false
- 42b2false
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Answer : 2. "4b2c2"
Q: The HCF of two numbers is 24. If sum of the numbers is 480, how many such pairs of numbers are possible?
1112 062f11c3f09a97851b6264959
62f11c3f09a97851b6264959- 12false
- 25false
- 34true
- 43false
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Answer : 3. "4 "
Q: What is the L.C.M of 12, 36, 6 and 9?
1111 0609b5df18ea85b2491042c93
609b5df18ea85b2491042c93- 136true
- 2144false
- 3108false
- 462false
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Answer : 1. "36"
Q: What is the L.C. M of $$ {2\over 5},{3\over 10},{4\over 15}$$.
1100 0602cc7819f2a38430905cdb8
602cc7819f2a38430905cdb8- 1$$ {12\over 15}$$false
- 2$$ {1\over 30}$$false
- 3$$ {12\over 5}$$true
- 4None of thesefalse
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Answer : 3. "$$ {12\over 5}$$"
Q: LCM of two numbers is 56 times their HCF, with the sum of their HCF and LCM being 1710. If one of the two numbers is 240, then what is the other number?
1097 0646ca3ed45f1450a80e46bc9
646ca3ed45f1450a80e46bc9- 11680false
- 2171false
- 3210true
- 457false
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Answer : 3. "210"
Q: The number between 4000 and 5000 that is divisible by each of 12, 18, 21 and 32 is
1093 064008f89b0030e718db1c06d
64008f89b0030e718db1c06d- 14203false
- 24023false
- 34032true
- 44302false
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Answer : 3. " 4032"
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