hey guys, can anyone plz explain me the Substitution Method for a pair of linear equations in two variables! facing a tough time with this!!! plz!
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let's say you got the 2 eq as
x + y = 2 ----- (1)
x - 2y = 4 -----(2)
Now our objective is to get a value of x and y such that they satisfy both the equations.
now coming to the first eq
x+ y = 2
x = 2 -y ------ (3)
now since we want a common x and y value for both equations hence we substitute eq (3) in eq (2)
x - 2y = 4 =====> 2 - y -2y = 4 {After substitution}
2 - 3y = 4 ===> 2 - 4 = 3y ===> y = -2/3
Now substitute the value of y in any eq and get the x value.
HOPE IT HELPS :)
x + y = 2 ----- (1)
x - 2y = 4 -----(2)
Now our objective is to get a value of x and y such that they satisfy both the equations.
now coming to the first eq
x+ y = 2
x = 2 -y ------ (3)
now since we want a common x and y value for both equations hence we substitute eq (3) in eq (2)
x - 2y = 4 =====> 2 - y -2y = 4 {After substitution}
2 - 3y = 4 ===> 2 - 4 = 3y ===> y = -2/3
Now substitute the value of y in any eq and get the x value.
HOPE IT HELPS :)
sleepoholic:
thanks a lot!!!! :-D
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