Add.
4m^2yp + 6/m^y
To add the two terms, we need to have a common denominator. Let's simplify each term first:
Term 1: 4m^2yp
No further simplification can be done with this term.
Term 2: 6/m^y
We can rewrite this term as 6m^(-y)/1 to have a common base with the first term.
Now that we have simplified the terms, we can add them together. However, remember that when adding fractions, we need a common denominator. Since there is no denominator in the first term, we can multiply it by (m^y/m^y), which is equivalent to multiplying by 1, to introduce the denominator:
4m^2yp * m^y/m^y = 4m^(2+y)yp/m^y
Now we can add the terms:
(4m^(2+y)yp + 6m^(-y))/m^y
If you need to simplify this expression further, please let me know.