3 7. Find tan and csc ß if sec ß = and tan <0.

Q: бл What is the approximate value of tan 5

A:

Q: an=5/4, find sin2x from (180 to 270)

A: Given tan(x)=54

Q: 48. Simplify a. 1/cos x b. 1/secx c. 1/tan x d. 1/sin x 1 sin³ x col² x sin x

A:

Q: Verify that (sin(0) csc(0))+ (cot(0) tan(0)) = 2

A: We have to verify,

Q: 5. Simplify the expression: tan (csc (x)). Assume x is defined appropriately.

A:

Q: verify the identity tan(x/2) + cot(x/2) = 2 csc x

A:

Q: In ( tan x) -dx cos x

A:

Q: dx sin² x cos²x 10. The value of f; A sinx-cosx+C B. cos x– sin x+C C. tanx-cotx+C D. cotx-tan x + C

A:

Q: 41. TT/3 sec 0 tan 0 de

A: The given problem is to evaluate the given definite integral over the given limits.

Q: sin(tan x) cos²x Evaluate ·[³ dx.

A:

Q: 1. sin x csc x 5. cos x (tan x + 1)

A:

Q: 7. Evaluate tan'(sin 5).

A:

Q: If 8 cos(x) = sin(x), find all values of tan(x), cot(x), sec(x), and csc(x).

A:

Q: Find the exact value or state that the expression is undefined. tan (0) JT Undefined

A: Given  tan-1(0)=?

Q: Sa sec ede tan' 0+9 tan e

A:

Q: Evaluate | sin2x tan (sinx)dx

A:

Q: C) Show that 1 tan 0+cose =sin.20

A: