Name: Chapter: 3 1. a) Expand and simplify (3c+2) (3c+2) 2. a) Factor 2g²-9g-5 Lessons # 3.6, 3.7, and 3.8 b) Expand and simplify (8p+4) (7p-5) b) Factor 25x² + 58x + 16 3. a) Expand and simplify (4d-1) (5d² +12d-3) b) Expand and simplify (6p+3)(6p-7)+ (7p-4) (p-2) 4. Each shape is a rectangle. Write the expression of a polynomial, in simplified form, to represent the area of the shaded region. 5. Factor the following special polynomials (perfect square trinomials and difference of squares) a) 9x² + 18x + 36 b) 9c²-12c +4 c) 25y²-81 d) 49s²-64t²

Q: What's half of 19-3×47

A:

Q: 2×8-24

A: NOTE: Refresh your page if you can't see any equations. . to evaluate the given operation, use the…

Q: 10a - 17a + 3a

A: To evaluate10a  - 17a + 3a

Q: What is 3×3

A: solve this using square

Q: what adds to give you 9 and multiplies to give you 2

A:

Q: 6y(5y-6)-5(5y-6)^2 factor

A: Factor the given expression.

Q: 3x (12x2–1)5

A: Explanation of the answer is as follows

Q: 4. (3a* +23a +10a -21a+58)÷(a+7)

A: Given that,    3a4+23a3+10a2-21a+58÷a+7

Q: Multiply:

A:

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: 8k

A:

Q: x²y)(12x3z2)

A: Multiplying the given expression .

Q: (3x+2)2+5(3x+2)+6

A: Given that, the expression is

Q: Factor 3k^3 +18k^2 +42k +36 into a way that includes k^2 +(k+1)^3 + (k+2)^3 in the factored…

A: Given: Dividend: 3k3+18k2+42k+36Divisor    : k2+(k+1)3+(k+2)3 Aim: To factorize '3k3+18k2+42k+36'…

Q: 6. Multiply: (2x)(3a-2b+4c)

A:

Q: (5x+4)(2x+5)^2+(5x+4)^2(2x+5) factor

A: Given

Q: When expanding two binomials, is the result always a trinomial? Explain

A: No. See the attachment

Q: 5x45 loxt5x19

A: A monomial is an expression with only one term including in it.

Q: Part A:  Factor completely 169x2 − 64.  (13x + 8)(13x − 8)  (13x + 8)2  (13x − 8)2  13x − 8…

A: Solve the following

Q: 1) Factor completely: 4x2- 814   2) Simplify by expanding brackets and collecting like terms (3x…

A:

Q: How do I multiply (60+5)squared by using the bionmial squares pattern, (a+b)2=a2+2ab+b2?

A:

Q: 1) Factor completely: n2- 2mn- 3m2 2) Expand and simplify by collecting like terms: -3…

A:

Q: 3.5 Factorise the following a) 2x(a-2b)-y(a-2b) b) 4x² 25

A: Given :(a) 2x(a-2b)-y(a-2b)(b)  4x2-25