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Find the value of the constant c for which the line y=2x+c is a tangent to the curve y^2 =4x.
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see
the idea is that you need to equate both equations as they intersect. Tangent gives equal roots so you both b^2-4ac=0
It's the right step, but the answer says c= 1/2...?
yes sorry i wrote -16c instead of -32c you will get now c=1/2
why would it be -32c?
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Oh, I got it. Thanks :)
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