Hello, can anyone please help me with these math work questions? I would appreciate your help, thank you in advance.

Factoring #1-4, 8, 10, 12, 17, 25, 32, 39, 55, 56 only.

\f\fFactoring simple trinomials: ax + bx + c, a = 1 1. Factor, if possible. a) x' - 5x + 6 b) y' + 2y- 3 c) m' + 7m - 12 d) a + 6a + 5 e) x'- 9x - 10 () b2 - 76 + 10 g) y' - by + 7 h) x'+ x - 20 2. Factor, if possible. a) x + 24x -52 b) m' - 18m + 45 c) x + 5x - 36 d) x2 - 5xy - 66)2 e) m' + 12mn+ 32n2 f) 42 +y -y g) 32 + 4x -x b) x'+ 7x + 12 3. Factor completely. a) 2x + 10x + 12 b) 3x3 + 9x - 12 c) 5x2 - 35x + 50 d) 4x - 16x - 48 e) 2x2 - 16x - 66 f) x' - 13x + 42x 4. Factor, if possible. a) x'+ 12xy + 35y2 b) a - 4ab - 7762 c) c2 - cd - 2d d) x'+ 5xy -36y e) x' - 4xy + 6y f) p' + 14pq - 32q2 5. Factor, if possible. a) m'+ 18m + 80 b) m' + m- 12 c) x' + 2x +5 d) 12 - 17r + 42 e) y' - 17y + 72 f) x' - 6x - 16 g) y" - 2y -4 h) m'+ 7m -6 6. Factor completely. a) 3x + 12x + 9 b) 5yz + 40y + 60 c) 4t - 8t - 60 d) 6x + 18x - 24 e) ax + 10ax - 24a f) x' + 18x + 72x g) 2x - 22x + 56 h) 5w + 20w -60A) Factor the following a) y2 - 13y + 42 b) x4 - 17x2 + 16Maximum Question You have 80m of fencing to go around the 3 sides of the given rectangular shape. What are the dimensions that will yield the maximum area? Once obtaining the max coordinates (40, 800) sketch the graph and ask: x-values go from: - DOMAIN y-values go from: 2RANGE then show proper notation. Set Notation: d={x|]0