Question

If the LCM of p and 18 is 36 and the HCF of p and 18 is 2 , then find the value of p.

Answer 1

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$L.C.M × H.C.F = Product\: of\: two \:numbers \\ \\ L. C. M = 36 , H. C. F = 2 \\ \\ One \: number = 18 , Other\: number = p \\ \\ Putting \: values \\ \\ 36 × 2 = p × 18 \\ \\ 72 = p × 18 \\ \\ p = \frac{72}{18} \\ \\ p = 4 \\ \\ Hence \:other\: number \:is\: 4$

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Answer 2

HEY MATE HERE IS YOUR ANSWER

L. C. M OF P AND 18 IS 36
H. C. F OF P AND 18 IS 2

SO TO FIND VALUE OF "P"

YOU CAN DO,
LCM=HCF

PUT VALUES

36*2=P*18

YOU GET

72=P*18
SO,

P= 72/18

YOU GET,

P=4

HENCE,
THE VALUE OF P IS


4


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