sin Ø + cos Ø tan Ø Find the value of cos Ø (A 2 tan Ø B 2 cos Ø C 2 sin Ø D 2 cot Ø

Q: фаф, If B = r sin @a, - r² cos pap, a) b) π find B at (2,3), 22 convert B to Cartesian coordinates

A: Given that

Q: 1 cose cote+ + -is equal to tan e sine 3 sin 0 3 cot 0 3 cot 3 tan 0 3 cos e

A:

Q: cos q+ sin q dp dq Find for p = cos q

A:

Q: sine +tane is equal to cos e 2 cot 0 2 cot 20 tan 20 2 tan e

A: We have to find value of sinθcosθ+tanθ

Q: sin o dB - (sin 20 +B cos o) dộ = 0 O B = csc o (n sin o+ c) O 2B = sin o (In sin o + c) O B = sin o…

A:

Q: sin? 0 2) cos 0 = sec 0- cos e %3D

A:

Q: 1-3 1+3 cos 0-sin 0 Q: Find an acute angle 6, when cos 0 + sin O

A: cosθ-sinθcosθ+sinθ=1-31+3cross multipy:(1+3)cosθ-sinθ=(1-3)(cosθ+sinθ)

Q: . sec 0 = sin 0(tan 0 + cot 0)

A: Given expression: sinθtanθ+cotθ=secθ We know that  tanθ=sinθcosθ and cotθ=cosθsinθ

Q: 2 | (csc 0)(1 + sin? 0 + sin 0 cot? 0) do

A:

Q: cot cos + tan sin (cosec+ sec )(1 - sin cos)

A: To prove that the given relation is true

Q: QProve that: (Cos 38 Cos3e -3 Cos e Sin e)

A:

Q: | (csc 0)(1+ sin? 0 + sin 0 cot? 0) do а.

A:

Q: r cot VE-tan° V cosº /T VEsin JE dx

A: Given that: ∫cot3x-tan6x.cos6xx.sin3xdx

Q: 6. Verify identity (cot2t + 1)(sin² t+ 1) = cot? t + 2 (show your work, step by step)

A:

Q: 1- Cosec 2 e= (1 Point)

A: Given: 1-cosec 2θ

Q: 1+sin e+icose Simplify 1+sin -icos@

A: The given expression is 1+sin θ+i cosθ1+sin θ-i cosθn

Q: I d (Cot x) (COS X dx sin X * Sin x (-sin x)-cos x (cos x) (Sinx) (sin*x + ças* x) Sinx + Cos x )…

A:

Q: cos (a-B) 3) cos a sinß Cos tan a + cot ß %D

A: We have to prove this

Q: Anne wants to know the distance across a mountain canyon from point Z to point Y shown in the…

A: We need to calculate the distance ZY.

Q: how do I further simplify  cos θ sin θ / sin θ - 1

A:

Q: Find sin 0, sec 0, and cot if tan 0 = 13 84 sin 0 = sec 0 = cot 0 =

A: