solve by elimination method : 3x-5y-19=0 & -7x+3y+1=0
Answers
Answered by
45
3x - 5y = 19. -(1)
-7x + 3y = -1
Taking (-) common
7x - 3y = 1. -(2)
Solving both equation
3x - 5y = 19
7x - 3y = 1
Multiplying 1st equation by 7 and 2nd by 3
21x - 35y = 133
21x - 9y = 3
(-) (+) (-)
----------------------
-26y = 130
y = -5
Putting the value of y in 1st equation
3x - 5y = 19
3x - (5 * -5) = 19
3x + 25 = 19
3x = -6
x = -2
x = -2 and y = -5
-7x + 3y = -1
Taking (-) common
7x - 3y = 1. -(2)
Solving both equation
3x - 5y = 19
7x - 3y = 1
Multiplying 1st equation by 7 and 2nd by 3
21x - 35y = 133
21x - 9y = 3
(-) (+) (-)
----------------------
-26y = 130
y = -5
Putting the value of y in 1st equation
3x - 5y = 19
3x - (5 * -5) = 19
3x + 25 = 19
3x = -6
x = -2
x = -2 and y = -5
Answered by
3
Answer:
Step-by-step explanatIon
First u multiply and then subtract first eq. By second eq. Your x value come -2
and then put value of x in first ëquation and y value comes -5
This is ur answer
I HOPE YOU UNDERSTAND
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