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HCF & LCM · Question 11 of 63

Question 11

EasyOriginal question

What is the LCM of 23×322^3 \times 3^2, 22×33×52^2 \times 3^3 \times 5 and 2×522 \times 5^2?

Options for question 11

Show the answer and explanation
CorrectNot quiteAnswer D

Correct answer: D

Explanation

  1. Take the highest power of every prime that appears: 232^3, 333^3, 525^2.

  2. LCM⁡=8×27×25=5,400\operatorname{LCM} = 8 \times 27 \times 25 = 5{,}400.

Worth noting

1,080 uses 515^1 instead of 525^2; 2,700 uses 222^2 instead of 232^3. The LCM needs the highest power of EVERY prime.

Concept
LCM from prime-power form
Typical time
45 s
Your time
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The rule this testsFinding HCF and LCM
Practise this chapter →

Ten questions from HCF & LCM, at your own pace.

Practise this chapter →

Ten questions from HCF & LCM, at your own pace.