Cluster · LCM Calculation and Applications
| Question | Category | Subtype | Difficulty | |
|---|---|---|---|---|
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Find the LCM of \( {3{} \over 2}\), \( {81{} \over 16}\) and \( {9{} \over 8}\). pipeline-1360664
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railways | — | intermediate | |
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The LCM of 192 and 480 is 60 more than the 100 times of X. What is the value of X? pipeline-1040716
|
railways | — | intermediate | |
|
Find the LCM of 0.63, 10.5, 2.1, 4.20. pipeline-1037318
|
railways | — | intermediate | |
|
What is LCM of 252, 98, 56? pipeline-854130
|
railways | — | intermediate | |
|
What is the LCM of 6(xy − y) and 8(x4y − xy)? pipeline-988446
|
railways | — | intermediate | |
|
Find the LCM of the following fractions: 15/31, 24/19, 40/21, 60/37 pipeline-826875
|
railways | — | intermediate | |
|
Find the LCM of 34, 51, and 68. pipeline-1357842
|
ssc | — | intermediate | |
|
The LCM of 3/7 and 18/5 is: pipeline-801572
|
railways | — | intermediate | |
|
The LCM of 192 and 480 is 60 more than the 100 times of X. What is the value of X? pipeline-1201885
|
ssc | — | intermediate | |
|
If (b = c), then find the LCM of given numbers: a2bc, b3ca, a8b5, c9ab2, cab5 and c2a3b pipeline-801772
|
railways | — | intermediate | |
|
Find the LCM of (22 × 32 × 5 × 7), (22 × 3 × 52 × 7) and (2 × 3 × 5 × 7). pipeline-1293552
|
ssc | — | intermediate | |
|
The LCM of \(\frac{1}{6}\), \(\frac{7}{27}\), \(\frac{5}{9}\), \(\frac{4}{15}\), and \(\frac{8}{3}\) is: pipeline-1168858
|
ssc | — | intermediate | |
|
Find the LCM of 0.15, 1.65, 3.25, 7.10. pipeline-1162970
|
ssc | — | intermediate | |
|
Find the LCM of 21/22 and 23/24. pipeline-1138978
|
ssc | — | intermediate | |
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The LCM of 48, 72, and another number, x, is 576. Which of the values given below can be the value of x? pipeline-1021486
|
ssc | — | intermediate | |
|
The LCM of 48, 72, and another number, x, is 576. Which of the values given below can be the value of x? pipeline-1026886
|
ssc | — | intermediate |