tangent at a point C1 on the curve y=x^3 meets the curve again at C2 .the tangent at C2 meets the curve at C3, and soo on, so that the abscissa of c1,c2,c3.....,Cn form a G.P. find the ratio of area of triangle C1C2C3 to the area of triangle C2C3C4

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Sourabh Singh · Answer

Hii Just solve in order to which the question says. use thediscriminant form of the area of atriangle in order to find out . You will get the required ratio of area of triangle

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tangent at a point C1 on the curve y=x^3 meets the curve again at C2 .the tangent at C2 meets the curve at C3, and soo on, so that the abscissa of c1,c2,c3.....,Cn form a G.P. find the ratio of area of triangle C1C2C3 to the area of triangle C2C3C4

tangent at a point C1 on the curve y=x^3 meets the curve again at C2 .the tangent at C2 meets the curve at C3, and soo on, so that the abscissa of c1,c2,c3.....,Cn form a G.P. find the ratio of area of triangle C1C2C3 to the area of triangle C2C3C4

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tangent at a point C1 on the curve y=x^3 meets the curve again at C2 .the tangent at C2 meets the curve at C3, and soo on, so that the abscissa of c1,c2,c3.....,Cn form a G.P. find the ratio of area of triangle C1C2C3 to the area of triangle C2C3C4

tangent at a point C1 on the curve y=x^3 meets the curve again at C2 .the tangent at C2 meets the curve at C3, and soo on, so that the abscissa of c1,c2,c3.....,Cn form a G.P. find the ratio of area of triangle C1C2C3 to the area of triangle C2C3C4

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