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in Limit, continuity and differentiability by (41.5k points)
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Match the following:

List I List II
(A) If a portion of the tangent at any point on the curve x = at3, y= at4 between the axes is divided by the point of contact in the ratio m:n externally, then |n + m| is equal to (m and n are coprime) (p) 1                        
(B) The area of the triangle formed by the normal at the point (1, 0) on the curve x = esiny with the axes is (q) 1/2                                  
(C) If the angle between the curves x2y = 1 and y = e2(1−x) at the point (1, 1) is θ, then tanq is equal to  (r) 7
(D) The length of the sub−tangent at any point on the curve y = bex/3 is equal to (s) 3
(t) 0

1 Answer

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Best answer

Answer is (A)→(r), (B)→ (q), (C)→(t), (D)→ (s)

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