Verified Answer :

metchelle

When dealing with the subtraction of polynomials, only the coefficients with similar variables can be subtracted. Assuming the two polynomials are p^2 + p - 6 and p^2 - 4p, the subtraction is shown below:
   
   p^2 + p - 6
-  p^2 - 4p
------------------
          +5p - 6

Therefore, the difference would be 5p - 6.

Answer:

The resultant expression  is \(5p-6\).

Step-by-step explanation:

The given expressions are

\(p^2-4p\)              .... (1)

\(p^2+p-6\)           ..... (2)

Subtract expression (1) from expression (2),

\(p^2+p-6-(p^2-4p)\)

\(p^2+p-6-p^2+4p\)

Combine like terms.

\((p^2-p^2)+(p+4p)-6\)

\(0+5p-6\)

\(5p-6\)

Therefore, the resultant expression  is \(5p-6\).