multiplying 2nd equation by 2
... 12x + 14y = 20
subtracting equations (to eliminate y)
... 4x = -4
solve for x, then substitute back to find y
8x + 14y = 24
6x + 7y = 10
Solve for x & y
I tried multiple times but I just can't seem to get the right answer.
3 answers
I still don't understand sir
8x + 14y = 24
6x + 7y = 10
double the 2nd equation and you have
8x + 14y = 24
12x + 14y = 20
Now if you subtract the top from the bottom, the 14y cancels and you have
4x = -4
x = -1
Now use that in either original equation to find y:
8x+14y = 24
8(-1)+14y = 24
-8+14y = 24
14y = 32
y = 16/7
check to be sure that also works in the 2nd equation
6x + 7y = 10
double the 2nd equation and you have
8x + 14y = 24
12x + 14y = 20
Now if you subtract the top from the bottom, the 14y cancels and you have
4x = -4
x = -1
Now use that in either original equation to find y:
8x+14y = 24
8(-1)+14y = 24
-8+14y = 24
14y = 32
y = 16/7
check to be sure that also works in the 2nd equation