How-to 9 steps, run in order in one session. Every step was executed against the engine and the output below is what it produced.

Step 1

p = x ^ 2 E ^ (2x) + 2x E ^ (2x) + x E ^ x

Output

E^x*x + 2*E^(2*x)*x + E^(2*x)*x^2

Step 2

Collect[p, x]

Output

E^x + 2*E^(2*x) + E^(2*x)*x

Step 3

Collect[p, E ^ _]

Output

Collect[E^x*x + 2*E^(2*x)*x + E^(2*x)*x^2, E^(_)]

Step 4

Collect[p, E ^ _, Simplify]

Output

Collect[E^x*x + 2*E^(2*x)*x + E^(2*x)*x^2, E^(_), Simplify]

Step 5

poly = x ^ 2 - 3x + 2

Output

2 - 3*x + x^2

Step 6

Coefficient[poly, x, 0]

Output

Step 7

poly /. x -> 0

Output

Step 8

MonomialList[poly, x]

Output

{x^2, -3*x, 2}

Step 9

poly//TraditionalForm

Output

TraditionalForm[2 - 3*x + x^2]

Rearrange the terms of a polynomial

Functions used