Show that (17×11×12)+(17×11×5) is composite
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Solution -
(17×11×2) + (17×11×5)let take common as 17×11
(17×11) (2+5)17 ×11× 7
we know that product of primes will be a composite number.
hence (17×11×2) + (17×11×5) it is a composite number.
(17×11×2) + (17×11×5)let take common as 17×11
(17×11) (2+5)17 ×11× 7
we know that product of primes will be a composite number.
hence (17×11×2) + (17×11×5) it is a composite number.
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Solution:
To prove: (17x11x12)+(17x11x5) is composite,
Proof: According fundamental theorem of arithmetic, every composite number is the product of prime numbers.
so,
(17x11x12)+(17x11x5)
=(17x11)(12)+(17x11)(5)
=(17x11)(12+5)
=(17x11)(17)...17 is prime number,so it is composite,Hope It Helps
To prove: (17x11x12)+(17x11x5) is composite,
Proof: According fundamental theorem of arithmetic, every composite number is the product of prime numbers.
so,
(17x11x12)+(17x11x5)
=(17x11)(12)+(17x11)(5)
=(17x11)(12+5)
=(17x11)(17)...17 is prime number,so it is composite,Hope It Helps
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