. y = 2sin-1x × ecos-1(x-2) , then dy/dx is
(A) ylog2/√(1-x2) (B) ylog(2/e)/√(1-x2)
(C) y-1/√(1-x2) (D) none of these
7. x = a cos3 t, y = a sin3 t , then dy/dx is
(A) – tant (B) – cos t
(C) – cosec t (D) – cot t
8. x = t2 + t + 1, y = t2 – t + 1; then dy/dx is
(A) (2t+1)/(2t-1) (B) (2t-1)/(2t+1)
(C) (2t+1)/(2t-1)2 (D) none of these
9. x = a (1 – sint), y = a(1 – tan t) , then dy/dx is
(A) sec2t (B) sec3t
(C) cos2t (D) cos3t
10. y = loga(x2) , then dy/dx at x = e, is
(A) 2e (B) 1/e
(C) 2/e (D) none of these
. y = 2sin-1x × ecos-1(x-2) , then dy/dx is
(A) ylog2/√(1-x2) (B) ylog(2/e)/√(1-x2)
(C) y-1/√(1-x2) (D) none of these
7. x = a cos3 t, y = a sin3 t , then dy/dx is
(A) – tant (B) – cos t
(C) – cosec t (D) – cot t
8. x = t2 + t + 1, y = t2 – t + 1; then dy/dx is
(A) (2t+1)/(2t-1) (B) (2t-1)/(2t+1)
(C) (2t+1)/(2t-1)2 (D) none of these
9. x = a (1 – sint), y = a(1 – tan t) , then dy/dx is
(A) sec2t (B) sec3t
(C) cos2t (D) cos3t
10. y = loga(x2) , then dy/dx at x = e, is
(A) 2e (B) 1/e
(C) 2/e (D) none of these










