can anyone help me to understand the substitute method in linear equations in two variables?
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First take out the equation in term of only a single variable, then put this value in second equation.
For example:
Let suppose we take.
2x+ y= 5.... (1)
2x+ 3y= 15 ...(2)
Now, we have to find the value of x in (1)
so, 2x+ y=5... [Given]
=> 2x=5-y
=> x=(5-y)/2
Now,putting this value in 2.
=> 2(5-y)/2 +3y= 15
=> 5-y+3y= 15
=> 5+2y= 15
=> 2y= 10
=> y= 5
Now,put the value of y in 1
=> 2x+ 5 = 5
=> 2x= 0
=> x=0
_____________
Hope you understand my method..
✌✌
For example:
Let suppose we take.
2x+ y= 5.... (1)
2x+ 3y= 15 ...(2)
Now, we have to find the value of x in (1)
so, 2x+ y=5... [Given]
=> 2x=5-y
=> x=(5-y)/2
Now,putting this value in 2.
=> 2(5-y)/2 +3y= 15
=> 5-y+3y= 15
=> 5+2y= 15
=> 2y= 10
=> y= 5
Now,put the value of y in 1
=> 2x+ 5 = 5
=> 2x= 0
=> x=0
_____________
Hope you understand my method..
✌✌
indu39:
welcome
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