Final answer:
The difference of the two given algebraic expressions can be found by subtracting the second from the first, combining like terms, and simplifying the result.
Step-by-step explanation:
The question asks for the difference between two algebraic expressions: 2a3b + 3a2b2 - 4ab2 and a3b2 + 2a2b2 - 5ab2 + 3. To find the difference, we subtract the second expression from the first. It's important to use correct algebraic techniques:
- Like terms should be combined together.
- Terms with the same variable parts can be added or subtracted by combining their coefficients.
In this case, grouping like terms and simplifying gives us the resulting expression which is the difference asked for. Remember, this process is similar to the principle of commutativity in addition, where A + B = B + A, and to find the difference, we can think of A - B as A + (-B).