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Question: Find where the 2 lines intersect y=4 5x-12y=18
Asked by thevttv56
To find the point where the lines intersect, you should substitute y in the second equation with the value given in the first equation. The first equation is y = 4. The second equation is 5x - 12y = 18, but we know from the first equation that y = 4, and so we substitute y into the second equation: 5x - 12(4) = 18 5x - 48 = 18 5x = 18 + 48 5x = 66 x = 66 / 5 x = 13.2 This gives us that the two lines intersect at the point with the coordinates (x, y) = (13.2, 4).
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