1 Using factor theorem, show that (m-n),(n-p) and (p-m) are factors of m(n2-p2)+n(p2-m2)+p(m2-n2) 1 If 2x-5y=2 and - Maths -

Question

1 Using factor theorem, show that (m-n),(n-p) and (p-m) are
factors of
m(n2-p2)+n(p2-m2)+p(m2-n2)
1 If 2x-5y=2 and xy=12, find the value of
8x3-125y3
3 Express 1 32bar + 0 35bar in the formof p/q where p and q are
integers and q is not equal to 0

Abhishek Kr. Jha · Accepted Answer

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1. Using factor theorem, show that (m-n),(n-p) and (p-m) are factors of m(n2-p2)+n(p2-m2)+p(m2-n2). 1. If 2x-5y=2 and xy=12, find the value of 8x3-125y3. 3. Express 1.32bar + 0.35bar in the formof p/q where p and q are integers and q is not equal to 0.

1. Using factor theorem, show that (m-n),(n-p) and (p-m) are factors of m(n²-p²)+n(p²-m²)+p(m²-n²).

1. If 2x-5y=2 and xy=12, find the value of 8x³-125y³.

3. Express 1.32bar + 0.35bar in the formof p/q where p and q are integers and q is not equal to 0.