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- 1. Multiple ChoiceWhenever you add two or more polynomials your answer should beAnother polynomial alwaysA constant alwaysNot necessarily a polynomial all of the timeA rational expression
- 2. Multiple ChoiceWhenever you multiply two or more polynomials...Your answer will be a rational expressionYour answer will be degree 2 all the timeYour answer will be another polynomial alwaysYour answer will always be a constant.
- 3. Multiple Choice(x-3)(x+4) is an example ofMultiplication of polynomialsSubtraction of polynomialsAddition of polynomialsDivision of polynomials
- 4. Multiple Choice(3x2+2x-4)+(x3-2x2+3) is an example of what type of operation of polynomialsSubtractionAdditionMultiplicationDivision
- 5. Multiple Choice(3x2+2x-4)-(x3-2x2+3) is what type of an operation of polynomialsMultiplicationAdditionSubtractionDivision
- 6. Multiple Choicex3x2=2x5x5xx5
- 7. Multiple Choicex3(2x2+3x)=2x5+3x42x6+3x35x95x
- 8. Multiple Choice(x2+4)(x2-4)=x4-8x2+16x4-16x4-8x2-16x4+8x2+16
- 9. Multiple ChoiceWhenever you subtract two or more polynomial...Your coefficients will always be eliminatedYour answer will always be another polynomialYour answer will always be a constantNot necessarily a polynomial all of the time
- 10. Multiple Choice-x2(3x2-2x+2)-4x4+3x3-3x2-3x4+2x2-2x3-3x4+2x3-2x23x4-2x3+2x2
- 11. Multiple Choice(x2+2)(x-2)x3-4x3-2x+2x2-4x3+2x+2x2+4x3+2x-2x2-4
- 12. Multiple Choice(3x2+2x3-3x+2) - (2x2-2x+4) =x2+2x3-x-25x2+2x3-5x-6x2-2x3+x+2x2+4x3-x-2
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