5. Pick ONE of the identities. Prove the identity. State any restrictions on the variables. csc ß tan ß sec B a) sin 2 ß -cos² B b) cose+cote 1+csc0 1 sece

Q: Verify the identity. 2. tan0 1+ sec 0+1 F sec 0

A:

Q: Verify that the equation is an identity. secx tanx Show that = cosx cotx tanx secx Statement secx…

A:

Q: Find tano $+ SinØ

A:

Q: Show that cos theta/ sec theta- tan theta = 1+sin theta.

A:

Q: Simplify sin?g + sing csce + cos?g. 2 1

A: We can find the answer as below.

Q: Simplify. sin α + sin ẞ COS a cos B

A: The given expression is

Q: plify. 1+sin u cosu

A: We first add the fractions using LCD LCM of the denominators= (1+sinu)cosu

Q: Give the exact value of each expression in simplest radical form. 33.) a. cos 45° 34.) a. sin(-45°)…

A: Since you have posted multiple questions, as per guidelines we are supposed to answer only first…

Q: Find:

A: To integrate

Q: Describe 0 = by an angle of negative radian measure by determining the angle a that is coterm 20 -2n…

A: For coterminal angle 360 added or subtracted to given angle

Q: Verify that the equation is an identity. 1+ cos0 Show that (csce + cot0)² = - 1– cos0

A:

Q: Rewrite sin 2 cos as an algebraic expression in v. 4 sin 2 cos 4 믐 =

A: We have to write the trigonometric expression as algebraic form in terms of v.