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Exercise

$b^2a+b^3+b^2a+b^3+ba^2-b^2a+a^3-a^2b$

Step-by-step Solution

1

Combining like terms $b^2a$ and $b^2a$

$2b^2a+b^3+b^3+ba^2-b^2a+a^3-a^2b$
2

Combining like terms $2b^2a$ and $-b^2a$

$b^2a+b^3+b^3+ba^2+a^3-a^2b$
3

Combining like terms $b^3$ and $b^3$

$b^2a+2b^3+ba^2+a^3-a^2b$
4

Cancel like terms $ba^2$ and $-a^2b$

$b^2a+2b^3+a^3$

Final answer to the exercise

$b^2a+2b^3+a^3$

Try other ways to solve this exercise

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Main Topic: Equivalent Expressions

Two algebraic expressions are equivalent if they stay equal to each other, for any values their variables can take.

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