A curve whose concavity is directly proportional to the logarithm of its -coordinates…

MATHEMATICS · Single correct · A Level · Mathematics · Integration · Integration

Problem

A curve whose concavity is directly proportional to the logarithm of its xx-coordinates at every point of the curve is given by (1) c1x2(2log⁡x−3)+c2x+c3c_1x^2(2\log x-3)+c_2x+c_3 (2) c1x2(2log⁡x+3)+c2x+c3c_1x^2(2\log x+3)+c_2x+c_3 (3) c1x2(2log⁡x)+c2c_1x^2(2\log x)+c_2 (4) None of the above

Related theory

Browse the problem library