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Solving systems using Elimination and Elimination to thet met de 5+y=y Ex 5(3x-y=11) Ex. x+y=4 x-y=6 2x = 10 2 x=5 5-1 Ex. (2x+3y=-16)s (5x-loy = 30) (-2) 10x+15y = -80 ~²7 - 10x + 20y = -60 - 35y = -140 35 35 yoou Substitution Ex.x+y=4 x+3x=4 4x=4 y=3x y=3 g=3.1 4 4 X=1 1 부 (1.3) 2x=-4 2 THANW SXF-2 (2-4) 3x+4y=6 3(2-3y) +9y=6 6-ay + ay = 6 6=6 2x+3(-4)=-16 2x-12-16 +12 +12 2x+y=13 15x-Sy=55 2x + 5y = 13 17x = 68 17 17 2 X=4 substitutionis ² Ex. (3x-y=1) (-4). Ex.y = 4x-11 2x-3y=5 2x-3(4x-1)=5 2x-12x+33-5 -10x+33=5 12x-4y=130) -12x +49-4 12x-4-13 ~-33 -33 4 23 (20sti shun, (4) 12:4 + Sy=13. f 8 + 5y = 13 bln thi-x -8 Sy -10x=-28 -10 X=2.8 5 0=9 This is False which means these lines are parallel Solawa NO Solution -10 (2.8, 0.2) Ex. X=2-3yo o ban 4.4 His min brate an 242 y = 4.2.8-11 y=11.2-11111 g= 0.2 Fred home bank writting light she be la di dal set True, so these lines are the same so Infinitely many solutions 24 ind 35 strow Trotigl
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Stefan S, iOS User
SuSSan, iOS User
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Maria Hernandez
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How to solve systems using either Elimination or Substitution.
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Simple review notes and examples for the first half of the algebra 2 course! Not all classes teach the content in the same order, but this study guide should have most of the more basic concepts from algebra 2!
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How to multiply and divide rational expressions.
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Gives information on logarithms (natural and common) and gives examples for each of them + expansion/condensing
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Using synthetic division to dived polynomials.
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Solving systems using Elimination and Elimination to thet met de 5+y=y Ex 5(3x-y=11) Ex. x+y=4 x-y=6 2x = 10 2 x=5 5-1 Ex. (2x+3y=-16)s (5x-loy = 30) (-2) 10x+15y = -80 ~²7 - 10x + 20y = -60 - 35y = -140 35 35 yoou Substitution Ex.x+y=4 x+3x=4 4x=4 y=3x y=3 g=3.1 4 4 X=1 1 부 (1.3) 2x=-4 2 THANW SXF-2 (2-4) 3x+4y=6 3(2-3y) +9y=6 6-ay + ay = 6 6=6 2x+3(-4)=-16 2x-12-16 +12 +12 2x+y=13 15x-Sy=55 2x + 5y = 13 17x = 68 17 17 2 X=4 substitutionis ² Ex. (3x-y=1) (-4). Ex.y = 4x-11 2x-3y=5 2x-3(4x-1)=5 2x-12x+33-5 -10x+33=5 12x-4y=130) -12x +49-4 12x-4-13 ~-33 -33 4 23 (20sti shun, (4) 12:4 + Sy=13. f 8 + 5y = 13 bln thi-x -8 Sy -10x=-28 -10 X=2.8 5 0=9 This is False which means these lines are parallel Solawa NO Solution -10 (2.8, 0.2) Ex. X=2-3yo o ban 4.4 His min brate an 242 y = 4.2.8-11 y=11.2-11111 g= 0.2 Fred home bank writting light she be la di dal set True, so these lines are the same so Infinitely many solutions 24 ind 35 strow Trotigl
Solving systems using Elimination and Elimination to thet met de 5+y=y Ex 5(3x-y=11) Ex. x+y=4 x-y=6 2x = 10 2 x=5 5-1 Ex. (2x+3y=-16)s (5x-loy = 30) (-2) 10x+15y = -80 ~²7 - 10x + 20y = -60 - 35y = -140 35 35 yoou Substitution Ex.x+y=4 x+3x=4 4x=4 y=3x y=3 g=3.1 4 4 X=1 1 부 (1.3) 2x=-4 2 THANW SXF-2 (2-4) 3x+4y=6 3(2-3y) +9y=6 6-ay + ay = 6 6=6 2x+3(-4)=-16 2x-12-16 +12 +12 2x+y=13 15x-Sy=55 2x + 5y = 13 17x = 68 17 17 2 X=4 substitutionis ² Ex. (3x-y=1) (-4). Ex.y = 4x-11 2x-3y=5 2x-3(4x-1)=5 2x-12x+33-5 -10x+33=5 12x-4y=130) -12x +49-4 12x-4-13 ~-33 -33 4 23 (20sti shun, (4) 12:4 + Sy=13. f 8 + 5y = 13 bln thi-x -8 Sy -10x=-28 -10 X=2.8 5 0=9 This is False which means these lines are parallel Solawa NO Solution -10 (2.8, 0.2) Ex. X=2-3yo o ban 4.4 His min brate an 242 y = 4.2.8-11 y=11.2-11111 g= 0.2 Fred home bank writting light she be la di dal set True, so these lines are the same so Infinitely many solutions 24 ind 35 strow Trotigl
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Stefan S, iOS User
SuSSan, iOS User