where does the line y=x+30 intersect the parabola y=6x^2

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where does the line y=x+30 intersect the parabola y=6x^2

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Answer 1

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. . The the y=x+30 and the parabola y = 6x² will intersect at that a where 6x² = x+30 it. 682--30=0 ie. x = +1 NE1)2 + 4x6x30 1004 (-2.154, 27.846) (2.321, 32.321)

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