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An identical question (with a couple of different values) was previously asked. It was as follows:
I suspect it is more efficient to recognise this as a quadratic inFirst we have to solve the two equations simultaneously so that the zeros of that equation are the points of intersection.
Subinto
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The attachment should actually say to look at the roots of 14, which are
Thank you for pointing this out! I have adjusted my post to reflect thisThe attachment should actually say to look at the roots of 14, which are, and not the roots of 34. Further, the roots of 34 are incorrectly stated, as they should be
. Likely a couple of typos here.