In Problems 53–57, use the information given about the angles a and ß to find the exact value of: (a) sin (a + B) (b) cos (a + B) ( C) sin (α- β) (d) tan(a + B) (e) sin (2a) (f) cos (28) (g) sin (h) cos 4 0 < a sin B =

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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In Problems 53–57, use the information given about the angles a and ß to find the exact value of:
(a) sin (a + B)
(b) cos (a + B)
( C) sin (α- β)
(d) tan(a + B)
(e) sin (2a)
(f) cos (28)
(g) sin
(h) cos
4
0 < a
sin B =
<B < n
37
; cos B
p =
12 37
%3D
< B < 2m
53. sin a =
54. sin a =
T <a <
13 2
13' 2
3
T <a<
12
0<B <
37
5<a< 0; sec ß
= 3,
55. tanα -
tan B =
56. sec a = 2,
< B< 27
57. sin a = -
cos B =-
3
T<a <
en lin
Transcribed Image Text:In Problems 53–57, use the information given about the angles a and ß to find the exact value of: (a) sin (a + B) (b) cos (a + B) ( C) sin (α- β) (d) tan(a + B) (e) sin (2a) (f) cos (28) (g) sin (h) cos 4 0 < a sin B = <B < n 37 ; cos B p = 12 37 %3D < B < 2m 53. sin a = 54. sin a = T <a < 13 2 13' 2 3 T <a< 12 0<B < 37 5<a< 0; sec ß = 3, 55. tanα - tan B = 56. sec a = 2, < B< 27 57. sin a = - cos B =- 3 T<a < en lin
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