Adi used algebra tiles to represent the product (-2x-2)(2x-1)

Q: Subtract the polynomials and simplify the result completely: (9x5-9x4-6x2-11x) - (-2x5+12x4+6x2+9)

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Q: TASK: SIMPLIFY (4n - 2) (5n + 6)

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Q: Find the product (7x2+5y2) (7x2-5y2) = (simplifly your answer.)

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Q: (x-12)(x2+9x-6) Multiply?

A: Given:

Q: Find and simplify the product: (V-5)(v-20)

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Q: Perform the indicated operations and write the result in standard form, √-12(√-4 - √2)

A: Given , -12-4-2         =-12.-4--12.2         =-12-4--122         =48--29         =42x3--1.4x6…

Q: Multiply the Polynomials (2a + 5) (x – 2) 2x +x – 10 2.x? – 10 2x + 9x + 20 3.x +2x + 3

A: We need to multiply the following : 2x+5x-2

Q: Find a simplified expression for the product (x + 5)(x + 2).

A: Given: x+5x+2

Q: How do we multiply two polynomials if neither is a monomial? For example, consider (3x + 7)(x² + 4x…

A: To Multiply the polynomials:(3x+7)(x2+4x+5)

Q: (-4x4-11x3-10x2+5)-(-10x5+x4-5x-8) Subtract the polynomials and simplify the result completely:

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Q: Write the conjugate of √a +3

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Q: Find the product : (7x + 4)(3x + 1).

A: Given: 7x+43x+1 we simplify given expression

Q: Find the product : [8y + (7 - 3x)][8y - (7 - 3x)].

A:

Q: (2t2-9t-5)(3t+7)

A: (2t2-9t-5)(3t+7)

Q: (6m +5) (8m - 13m+ +3) = (Simplify your answer.)

A: We use = ma *mb = m(a+b) given F = (6m+5)(8m2-13m+3)

Q: Determine the product of the following: (x - 3) (x+7)

A: Given expression is x-3x+7 The task is to find the product of the above expression.