Explain why (17*5*11*3*2+2*11) is a composite number
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Answered by
85
A composite no. is that no which have more than 2 factors.
(17*5*11*3*2+2*11) will be a compound no bcoz we can clearly see this no have 2 factors i.e 17*5*11*3*2 and 2*11 other than itself and 1.
(17*5*11*3*2+2*11) will be a compound no bcoz we can clearly see this no have 2 factors i.e 17*5*11*3*2 and 2*11 other than itself and 1.
Pranjal01:
17*5*11*3*2 and 2*11 aren't it's factors
It's factors are 1,2,11 and the no. itself
yes u r right!
Bhai wo dono bhi iske factors honge
han han ok
hai uske factors
Yea you're right
Answered by
23
17×5×11+3×2+2×11=963 and on doing prime factorization it splits into the product of prime and according to fundamental theorem of asthmatics every composite number can be spouted into the the product of a prime number so it's a composite number
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