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# Analytic Trigonometry MATH 144

BSU
GPA 3.72

Tommy Conklin

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COURSE
PROF.
Tommy Conklin
TYPE
Class Notes
PAGES
1
WORDS
KARMA
25 ?

## Popular in Mathematics (M)

This 1 page Class Notes was uploaded by Breanne Schaden PhD on Saturday October 3, 2015. The Class Notes belongs to MATH 144 at Boise State University taught by Tommy Conklin in Fall. Since its upload, it has received 9 views. For similar materials see /class/217998/math-144-boise-state-university in Mathematics (M) at Boise State University.

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Date Created: 10/03/15
Trigonometric Identities and Formula Angle Measurement Reciprocal Identities 7r radians 180 sinX 1 cscX cscX sinX 1 L radians 1 radian cosX 1 secX 1 180 7r secX cosX sr6 Alr26 6 in radians tanX cotX 3 cotX tanX Law of Cosines Cofunction Identities 7r 7 sin 7X cosX cos 7 sinX 2 j 2 tan 7XcotX COt XtanX 2 2 7f SeC XCSCX a2 b20272bccosA b2 aZ0272accosB 02 aZb272abcosC CSC7XSBCX Law of Sines Formulas for sinA sinB sinC 2 10082X 2 sin X cos X a b c 2 tanX7rtanX Pythagorean Identities sin2X cos2 X 1 tan2 X 1 sec2 X 1cot2 X cch X Reduction Identities 7f Sln7r7X7COSX sinX cosX 7f cosX7r COSX cosX SIHX tanX 1 COtX 2 Reducing Powers Half Angle Formulas Sing i 17cosu 2 2 Addition and Subtraction Formulas sinX y sianosycosXsiny sinX 7 y sianosyicosXsiny cosXy cosXcosyisinXsiny cosX7y cosXcosysinXsiny tanltxy tanXtany amok tanXitany 17tanXtany 1tanXtany A B AsinXBcosXksinX kA2B2 cos sin A2B2 JA2B2 ProducttoSum and SumtoProduct Identities 1 1 sinucosv 7 sinuvsinuiv cosusinv 7 sinuvisinuiv cosucosv cosuvcosuiv sinusinv cosuvicosuiv sinXsiny2sinXycos sinXisiny2cosXysin 2 2 2 2 COSXCOSyZCOSXyCOSX7y coincosy72sinXysin u 1 cosu cos i 2 2 sin2X 2sianosX 1cos2X 2 170082X tan X 2 1cos2X u 17cosu sinu tan 2 sinu 1cosu Double Angle Formulas 2tanX tan2X 2 17tan X cos2X cos2 X 7 sin2 X 2cos2X71172sin2X

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