PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS...

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Transcript of PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS...

Page 1: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

PHY353, 2009 HW#2 Solutions

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Page 2: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 3: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 4: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 5: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 6: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 7: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 8: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 9: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 10: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 11: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 12: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 13: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 14: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 15: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 16: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 17: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 18: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 19: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 20: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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Page 21: PHY353, 2009 HW#2 Solutionsdbj/PHY353/soln_H… ·  · 2009-02-19Cos e, C) Can < 1+ as is = COS Sin C..OS s;nQOl Los 2s-— sin . Is COS S . Llewe S o am-I + coszg COS I -— I -l)

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1a 1b - sci.wsu.edu · 1a 1b Table of Trig Functions sin cos tan = sin cos sin cot = cos ( ) sec = 1 cos( ) csc = 1 sin( ) Obtain co-functions in right column from left column by

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> plot(cos(x) + sin(x), x=0..Pi); plot(tan(x), x=-Pi..Pi ... · > plot3d({sin(x*y), x + 2*y},x=-Pi..Pi,y=-Pi..Pi); ↵ c1:= [cos(x)-2*cos(0.4*y),sin(x)-2*sin(0.4*y),y]: ↵ c2:= [cos(x)+2*cos(0.4*y),sin(x)+2*sin(0.4*y),y]:

Ms. Wilson's Math Classeslsamathwilson.weebly.com/uploads/2/2/5/4/22546314/pc_5-4...cos 150 cos 600 + sin 150 sin 600 cos — + cos sin Sin — 12 12 37 . 3m — sin cos — cos srn

Ms. Wilson's Math Classeslsamathwilson.weebly.com/uploads/2/2/5/4/22546314/pc_5-4...cos 150 cos 600 + sin 150 sin 600 cos — + cos sin Sin — 12 12 37 . 3m — sin cos — cos srn

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Unit 5 Notes.notebook · 2019-11-27 · Unit 5 Trigonometric Functions cose sin Review: OPP sin e hyp adj cos 1800 sin cos cos cos cos y n rad hyp csc OPP hyp sec adj ad] cot OPP

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Answers to Chapter 3 - mrvahora.files.wordpress.com... (2.50c) i sin(2.50c)) i 2 √ __ 3 √ __ 7 (cos( 0.71c) i sin( 0.71c)) ... i sin 7___ 12) c 18 cos ... i sin 2___ 7 cos 4___

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Trigonometric Identities and Equations · Pythagorean identity p. 313 Pitagoras identidad ... sm 9 cos 9 sm 9 cos I l — cos2 e sin 9 cos 9 sin2 6 sin 9 cos 9 sin 9 cos 9 or tan

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Teachingbd24...sin A . cos A I sin A . cos A sin A cos A sin A cosecA . secA + I = secA.cosecA + I cos A 4 (Ans.) 16xy — 16xy —V) sec tan cos 9 — cot cote = — tan9. tan9 cose

Teachingbd24...sin A . cos A I sin A . cos A sin A cos A sin A cosecA . secA + I = secA.cosecA + I cos A 4 (Ans.) 16xy — 16xy —V) sec tan cos 9 — cot cote = — tan9. tan9 cose

Chapter 5 Analytic Trigonometry - WordPress.com211 - cos x2 sin x11 - cos x2 sin x 1 - cos x + 1 - cos x sin x = sin2 x + 11 - cos x22 sin x11 - cos x2 cos2 x sin x cos x = cos x sin

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