7x+10y=4 find the linear equation
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Rewriting the given equations, we get
7x−10y=4 ...(i)
12x+18y=1 ...(ii)
On multiplying (i) by 12 and (ii) by 7 and subtracting, we get
84x−120y=48
−84x−+126y=−7
−246y=41
∴y=246−41
On putting y=246−41 in (i), we get
7x−10×246−41=4⇒x=24682
Now, 4x+6y=4×24682+6×246−41=24682=31 and
8y−x=8×246−41−24682=246−810=
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