2) Find mzUVG if m/GVW = 70° and m/UVW = 112°. %3D %D G V U

Q: For which angle does cos (0) = 0.1045? %3D O e = 84° O e = 10.45° O e = 11° O e = 6°

A: Given data÷

Q: dy IN QUESTIONS 1-13, FIND dx' 8. y = tan8x

A: The solution is given below.

Q: 2. mRT = 140° R

A: Using definition:   The angle subtended by an arc at the centre is double the angle subtended by it…

Q: What is the wavelength (in nm) of blue light that has a frequency of 6.51 x 1014 s1? (c = 3.00 × 10°…

A: given  c=3.00*108 m/s=3.00*108 ms-1λ=6.51*1014 s-1we have λv=c ....(1)

Q: H. B. 53° G 61° 24 74° F E 9.ZAOB %3D 10. ZCOD 11. ZEOF 12. ZAOH %3D

A:

Q: mFE %3D 104 G MDEF %3D MCFD %3D F MDFE

A: Given query is to find the measure of indicated arcs.

Q: Can I apply the formula s = rθ if θ is expressed in degrees?

A: The relation between arc length (s), radius (r) and angle (θ) subtented at center is given by - s =…

Q: If tan 0 = and cot ß = - for 0 in Quadrant Il and B in Quadrant II, find cos(0 – B). %3D 24 4

A: Given that

Q: EXAMPLE 4: WY = In AWXY: WX = 9 m, XY = 15 m, and n ZW =31° m2X = mZY =

A:

Q: y X

A: To Determine: find the value of y and z. Given: we have x=7,θ=28∘ and ϕ=62∘ Explanation: we have a…

Q: If an answer is undefined, enter DNE. sin (270°) = %3D cos (270°) = %3D tan (270°): %3D cot (270') =…

A:

Q: Which equation can be used to find JL 27° K 13.6 cm 7. O cos(27) = # cos(27) = 114 O sin(27) = # O…

A: It is given that, We know that the side in front of the angle is Perpendicular and longest side is…

Q: Fiud the EIAKT VALUE OF THE FOLLOWwINt TRIG IveRsess SIN( aec tav (4)) O Sec ( ae Sw (-4)

A:

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

A:

Q: In the figure, mJK = 66° and mMN = 128°. What is the mZH? %3D M H. 0/ O 31° O 62° O 64° O 97°

A:

Q: cos Vi dt b. I= Jesin Si Vt sin ſī 36

A:

Q: Csc A V10 with A in QII find cos 2A. V10 If

A: Trigonometry is the study of the relationship between the sides and angles of a right-angled…

Q: 2. Find v and a if r = b(1 + sin t) 0 = et - 1

A: r=b(1+sint)θ=e-t-1we know  v=wrw=dθdtd dθ(eθ)=eθd dθ(sinθ)=cosθ