Help me guys...!!!
I'm not able to solve this problem.
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Anonymous:
SO p=q=a^2b63
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Answered by
5
The answer and verification is...
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welcm
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Answered by
3
LCM of (p , q) = a²b³
HCF of (p , q) = a²b³
pq = a²b³ × a²b³ = a^4 × b^6
LCM of (p , q) × LCM of (p , q) = a²b³ × a²b³ = a^4 × b^6 = pq
hence, verified
If the question is p = a²b³ and q = a³b
LCM of (p , q) = a³b³
HCF of (p , q) = ab²
pq = a²b³ ×a³b = a^5 × b^4
LCM of (p , q) × LCM of (p , q) =a³b³ × ab² = a^5 × b^4
HCF of (p , q) = a²b³
pq = a²b³ × a²b³ = a^4 × b^6
LCM of (p , q) × LCM of (p , q) = a²b³ × a²b³ = a^4 × b^6 = pq
hence, verified
If the question is p = a²b³ and q = a³b
LCM of (p , q) = a³b³
HCF of (p , q) = ab²
pq = a²b³ ×a³b = a^5 × b^4
LCM of (p , q) × LCM of (p , q) =a³b³ × ab² = a^5 × b^4
It's given in the sample paper.
Then the answer will be
yaa i also thnk that the question is wrong.
hcf = a^2b and lcm = ab^2 and lcm * hcf = a^5 b^4
yes it is wrong
tysm....!!!!
means
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