`cose c1 5^(@)+sec1 5^(@)`

int_1^(10pi)([sec^(- 1)x]+[cot^(- 1)x]dx where [.] denotes the greatest integer function is (A) 10pi-sec1 (B) 10pi+sec1 (C) 10pi-sec1+cot1 (D) sec1+cot1

cot ^(-1) 3+sec ^(-1) (sqrt(5))/(2)=

Find the value of cos(sec^(-1)x+cose c^(-1)x),|x|geq1

int(cos^3x)/(sqrt(sin^7x))dx= (a) 2/5dotcos e c^(7/2)x+2sqrt(cose c x)+c (b) 1/2dotcos e c^(5/2)x+2sqrt(cose c x)+c (c) -2/(5sin^(5/2)x)+2sqrt(cose c x)+c (d) None of these

sec^(2) ( tan ^(-1)3) + "coses"^(2) (cot ^(-1) 4) = 27

int_(1)^(10 pi)([sec^(-1)x]+[cot^(-1)x]dx where [.] denotes the greatest integer function is (A) 10 pi-sec1(B)10 pi+sec1(C)10 pi-sec1+cot1(D)sec1+cot1

int_(-1)^(1)sec^(4)x cosec^(5)(x)

The value of cot(cose c^(-1)(5/3)+ tan^(-1)(2/3)) is: (1) 6/(17) (2) 3/(17) (2) 4/(17) (4) 5/(17)

The value of cot(cose c^(-1)5/3+tan^(-1)2/3) is: (1) 6/(17) (2) 3/(17) (2) 4/(17) (4) 5/(17)

sin^(-1)(4/5)+cos^(-1). 5/13 +sec^(-1)(5/4)+"cosec"^(-1)(13/5) is :