Answer:
Divide: \((-6m^7+20m^6) \div 2m^4\)
we get, \(-3m^4+10m^2\)
Step-by-step explanation:
Divide: \((-6m^7+20m^6) \div 2m^4\)
We know:
\(a \div b= \frac{a}{b}\)
then;
\(\frac{-6m^7+20m^6}{2m^4}\)
Using distributive property: \(a\cdot (b+c) = a\cdot b+ a\cdot c\)
⇒\(\frac{2m^4(-3m^3+10m^2)}{2m^4}\)
Divide numerator and denominator by \(2m^4\) we have;
⇒\(-3m^4+10m^2\)
Therefore, \((-6m^7+20m^6) \div 2m^4\) the result we get, \(-3m^4+10m^2\)
