Find the LCM of the following numbers :
(a) 9 and 4
(b) 12 and 5
(c) 6 and 5
(d) 15 and 4
Observe a common property in the obtained LCMs. Is LCM the product of two numbers in each case?
Answers
Answered by
10
(a) 9 and 4
=3*3*2*2
(b) 12 and 5
=3*2*2*5
(c) 6 and 5
=2*3*5
(d) 15 and 4
=3*5*2*2
I hope it is the answer
❇❇✌✌by Sri ✌✌❇❇
=3*3*2*2
(b) 12 and 5
=3*2*2*5
(c) 6 and 5
=2*3*5
(d) 15 and 4
=3*5*2*2
I hope it is the answer
❇❇✌✌by Sri ✌✌❇❇
Answered by
0
Step-by-step explanation:
(a) 9 and 4
=3*3*2*2
(b) 12 and 5
=3*2*2*5
(c) 6 and 5
=2*3*5
(d) 15 and 4
=3*5*2*2
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