Subtracting Polynomials Keep the 1st expression in the parentheses the same. Distribute the subtraction sign to each term in the 2nd expression. Rewrite the second expression and combine like terms. Find the difference of the polynomials. (3x + 2x - 1) - (-5x²+ 8x + 4)

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A: We will use the distributive property of multiplication over addition to simplify this

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A: B.6. (-3m2)4m-67. -2x2x2+x-48. 2x+1x2-5x+2 Note:    Multiple questions are given,we are answered…

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A: use the basic property of a rectangle.

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A: Given polynomials (x4+3y3)(x4-5y3).

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A: Given expression is:     (2x2n+8xn-4)-(7x2n-9xn-2)

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Q: (4/5x2+1/2x+8) + (1/7x2+2/7x3+5) Add the 2 polynomials

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A: Based on highest degree a polynomial can be classified as: Constant Polynomial : A polynomial of…

Q: Name Date Polynomials Hidden Message Multiply the polynomials on the left. Find the resulting…

A: So here I'm providing hand written solution for your better understanding.

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A: To complete the given statements on polynomials.

Q: Add the polynomials. (x6 - (72 - 6x+6) + (3x - x) The sum is (Simplify your answer.)

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A: We have to give two examples of factoring polynomials.

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Q: 3. What property must be used when finding the difference of polynomials? O Multiplication Property…

A: Given: property must be used when finding the difference of polynomials

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A: 1) (3x2-4x+8)+(2x-7x2-5)=(3x2-7x2)+(2x-4x)+8-5

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Q: EVALUATION: Equivalent Expressions Expand to write an equivalent expression: -12(-2x+4y) Factor to…

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Q: Subtraction: When subtracting polynomials, start by the negative, then combine like terms. (-x² + x-…

A: To find:- Subtraction: When subtracting polynomials, start by the negative, then combine like terms.…

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Q: Use a vertical format to subtract the polynomials. 6x - 3x + 3 - (12x? + 7x - 1) The difference is.…

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Q: Addition: When adding polynomials, combine 1. (7j3 – 2) + (5j3-j-3) 2. (8a5 – 4) + (3a5 + a - 2) 3.…

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A: To factor the expression. 12x-123x+412+32x123x+4-12 Solution: We know that, am·an=am+n And a-n=1an…

Q: simplify the polynomials

A: Part 1,Given,          83x2-7x+6

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A: The area of the rectangle is 0.9x3+1.15x2+1.15x+0.4 and width is x+0.5.

Q: Simplify the Polynomials (2a-62 +4) - (8x2 – 8x – 17) 6x + 4) 10x2 14x- 13 6x2- 2x 21 | -6x2 + + 2x…

A: To simplify the polynomial (2x²-6x+4)-(8x²-8x-17)

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Q: Multiply the polynomials. (Simplify your answer completely.) (6x2 + 6x + 1)(3x − 1)

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Polynomials

Try substituting 1. You will get 6 and not 0. Try other real values also. What About -2? Let us check.