find the LCM and HCF of 120 and 144 by using fundamental theorem of arithemetic
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Solution => Your answer is given below you can check it :
Find hcf of 120 amd 144
We know euclid's division lemma,
=> a = b× q + r
=> 144 = 120 × 1 + 24 [ 144 > 120 ]
=> 120 = 24 × 5 + 0
So remainder is zero,
Hence 24 is the required HCF of 144 and 120
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Good morning
______________________________
Solution => Your answer is given below you can check it :
Find hcf of 120 amd 144
We know euclid's division lemma,
=> a = b× q + r
=> 144 = 120 × 1 + 24 [ 144 > 120 ]
=> 120 = 24 × 5 + 0
So remainder is zero,
Hence 24 is the required HCF of 144 and 120
_______________________________
Thanks and have a good day
♠️♠️♠️♠️♠️♠️♠️♠️♠️♠️♠️♠️♠️♠️♠️
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