Question
If a normal chord subtends a right at the vertex of the parabola \displaystyle{y}^{{{2}}}={4}{a}{x},{t}{h}{e}{n}{f}\in{d}{i}{t}{s}\in{c}{l}\in{a}{t}{i}{o}{n}\to{t}{h}{e}{a}\xi{s}.
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Question 1
be the parabola and the points lie on the parabola such that area of is maximum (given lies at the arc contain origin). Find the maximum area of (A) (B) (C) (D) Question Text | If a normal chord subtends a right at the vertex of the parabola \displaystyle{y}^{{{2}}}={4}{a}{x},{t}{h}{e}{n}{f}\in{d}{i}{t}{s}\in{c}{l}\in{a}{t}{i}{o}{n}\to{t}{h}{e}{a}\xi{s}. |