Question 62009
{{{ 3x^2m^5(2x^4m^2) / 3x^2m^5m^-4 }}}
Lets work the top first ...
{{{ 3x^2m^5(2x^4m^2) }}}
multiply the co-efficients ... 3 * 2 = 6
multiply the x terms ... x^2 * x^4 = x^6
multiply the m terms ... m^5 * m^2 = m^7
{{{ 6x^6m^7 / 3x^2m^5m^-4 }}}
Now lets work the bottom
{{{ 3x^2m^5m^-4 }}}
Multiply the m terms ... m^5 * m^-4 = m^1 = m
{{{ 6x^6m^7 / 3x^2m }}}
Reduce
Divide the coefficients ... 6/3 =2
Divide the x terms ... x^6 / x^2 = x^4
Divide the m terms ... m^7 / m = m^6
{{{ 2x^4m^6 }}}