If p= a*2 b*3 and q= a*3b , a, b are prime numbers, then verify LCM (p, q) ×HCF (p, q) = pq
vannajayyay:
is p=a*2*b*3 and q=a*3*b? or is p=(a^2)*(b^3) and q=(a^3)*b?
Yes
the first one or the second one?
You can read the question first
"p= a*2 b*3" is not a number, it must either be p=a*2*b*3 or p=(a^2)*(b^3). you have to say or no one can help you.
P= a square b cube & q= a cube b, a, b are prime numbers
* means times, ^ means to the power
hahahaahaa yes yes
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if p=(a^2)*(b^3) and q=(a^3)*b,
so what then is p*q?
we know that lcm(p,q)=(a^3)*(b^3) and gcf(p,q)=(a^2)*b
what would [lcm(p,q)]*[gcd(p,q)] be?
What is this???
What is the answer of this question???
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