Elimination Method For Solving Systems of Linear Equations Using Addition and Multiplication, Algebr
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- čas přidán 10. 09. 2024
- This algebra 2 video tutorial explains how to use the elimination method for solving systems of linear equations using addition and multiplication. It provides plenty of examples of solving linear equations with 2 variables and 3 variables.
Systems of Linear Equations - 2 Variables:
• Solving Systems of Equ...
Systems of Equations - Fractions & Decimals:
• Solving Systems of Equ...
One Solution, No Solution or Many Solutions?
• One Solution, No Solut...
Systems of Equations - Substitution Method:
• How To Solve Linear Sy...
Solving Systems of Equations By Graphing:
• Solving Systems of Equ...
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Systems of Linear Equations - 3 Variables:
• Solving Systems of Equ...
Systems of Equations - Word Problems:
• Algebra 2 Math Problem
Systems of Quadratic Equations:
• Systems of Quadratic E...
Systems of Nonlinear Equations:
• How To Solve Systems o...
________________________________________
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Incredible tutorial! I was losing it over one problem in my homework with 3 variables so I really understand the process now. Thanks so much!
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This helps so much, I was failing math because I didn't understand this. The way my teacher explained this was unclear to me.
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I multiplied the second example by 6 and 4 and its still correct yay!
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MR. Organic Chemistry Tutor, thank you for another well-organized lecture/video on Solving Systems of Classic Equations.
HELLO! May I ask how they got the negative 2 in 3:54 second example? Thank you!
@@amandalaurenr.garcia8120 He multiplied the whole equation by - 2 in order for "y" to be the same in both equations so they can both cancel each other out and he focuses on what "x's" value is
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if the equation requires multiple operations like, add, subtract, multiply and divide, how do you know which one to perform first????
you use what is called PEMDAS
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Parentheses exponents multiplication division add subtract
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Man thank you for this video I knew I was missing a step & im glad you mention you had to find a common multiple
I’m much more of a verbal learner, and hearing someone clearly explain this to me helped so much! Thank you!
i am in class and i just blanked during the entire lesson. didn’t know what we were doing, ty for the help
if you are using a system where there are no easy eliminations,
you must make 5 functions ,
the 3 origional fuctions,
and 2 more , one sythesized by 1+2 and 1+3 , the variable you keep from these equations must be the same, then cross new fuctions 2 and 3 to get a single variable , the solve from there
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Can you tell me how to decide whether we have to add the equations or we have to subtract the equations
Nagendra Dubey Its personal preference but many people prefer to add because its easier
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