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Could you please help me with this monomial expression, and show me how  you got that ansrew, (m3n)(mn2) (3 exponent above the m, and 2 is the exponent to mn). Thanks

luis120

by luis120 at October 28, 2009

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if 2 is the exponent of mn as in (mn)^2, the answer is m^5n^3. To get to this answer, just remember that the 2 exponent is distributed to both the m and the n. Then, you just add the exponents of common bases: the exponents of m are 3 and 2, and those of n are 1 and 2.If you really meant the 2 was the exponent of the n, as in mn^2, then the answer would be m^4n^3, and the solution is obtained the same way, only that in this case the 2 exponent isn't distributed.

Carlos Carlos October 28, 2009

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Hmmm... I think I got this one... bare with me. I'm going to use * as the sign for multiplication and ^ to indicate an exponent (ie.. m3n = m^3n) m^3n is a compact way of saying (m*m*m)*n similarly, mn^2 is saying m(n*n) So what the prob is askin is: (m^3n)*(mn^2) which is really (m*m*m)n*m(n*n) or m*m*m*m(n*n*n) which equals m^4n^3 I feel 75% confident about this answer. Maybe someone will be able to confirm or deny my reasoning. REGARDLESS, have a nice day.

onehalf onehalf October 28, 2009

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