number 1. Prove the identity : csc e - sin e = cot e cos e

Q: Löok at the graph beloW. Identify the function as even, odd, or neither. Use mathematics to explain…

A: We have to find

Q: Q:Prove the following identities: (i) cos A, cos A = sin*A, sin'A (ii) cot A,1=cosec*A , 2 cosec?A

A: There is a sign mistake Right questions are  (1) cos^4A-cos^2A= sin^4A-sin^2A (2) cot^4A-1=…

Q: Use De Moivre’s Theorem to find the identity of the following:

A:

Q: Find sin 0 and tan 0. cos e = sine = tane

A: Given :               cos θ = 25Then hypotenuse = 5 , adjacent = 2 and opposite = ?   To find the…

Q: 3. Prove the identity of tan x + cot x = csc x sec x. Work on the left side.

A:

Q: Given cos(a)= and sin(a) <0, calculate the exact value of cot(a) and csc(a). Show your work.

A: We need to find out the value of cot(a) and

Q: 3. 3,

A: Here, we have to find the polar expressions that represent the graph below.

Q: csc (tan 2y-1)cy 5. cos* 2y

A: Given ∫csc2(tan2y-1) dycos22y To evaluate the integral using Trigonometric formula:

Q: Number 10

A: Given, a = 2 m c = 6 m

Q: y = In(cot x). Find O A. cot x 1 O B.- sin x cosx |C. - csc². CSC OD. cotx O E. sin x cos x

A: Given; y = ln(cotx)

Q: cosec A/sec A = ? Select one: O a. sin A + cos A O b. tan A O C. cot A O d. cos A

A: Select one

Q: prove.lhs = rhs (sec a CSC sc a)(1+ cot a + tana): = sec² a csc a csc² a sec a

A: I hope the below explanation is helpful Explanation:

Q: Q: Prove the following identities: 1- sine (1); 1+sine 3(sece- tan 8)

A:

Q: Find csc θ if cot θ = −48/55 and sin θ > 0.

A:

Q: b) Algebraically prove the identity. ***ty. csc x-sin x cos x cot x. a) Verify the identity for x=…

A: