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r <br /> - �- �f✓ <br /> c �.. T)!tIC3C3Itl4METRIC FORMUI.IE <br /> 41 <br /> 3 „ -43s- <br /> 931 Right ObIkite 't' <br /> • <br /> T 'S; uN i J* t Trim► <br /> 9 Z• 2,3 a -3 a b a <br /> For An <br /> g�e A,r,/�1 —,C06�' —r�_ ,'fot =',see .000ea t <br /> n Given _ R�4vired C o b a <br /> tan A <br /> -Z y er a,'b d, ,o =a= cot$ c <br /> � • �- d � �s,gZ �99"� n b � sy <br /> A.B,b gin A=o=cora.b'a�/ of <br /> -3 8g <br /> S" �. ✓ "20 <br /> J. Ba br C 'B= °—A,f1=<L6 CdtA,C= a <br /> sin A. <br /> 7 <br /> 1-3 <br /> ,B a c B-94'—A a=b tan A,c= b , <br /> A. 4w <br /> B=90°—A,a-wesia,A,b=ecosA, z! <br /> Solution of Oblique Triangl" <br /> __ asinB as) O <br /> 7.S3 d, i,. e, C b sin A ' a= 180.—(A+B),c m sin <br /> � �z 7 6r ':_ -C. 0 sinBffi•br'a°A,0 180°—(A+B ),a= s A <br /> .. .e.. <br /> w .. <br /> d�$ 4 i!-}f�180°—C,taa 1_(.�t—�)� <br /> �� c as_ inC <br /> w = <br /> sin A <br /> b - 2 - <br /> �s "$, 1 `t, ,.in JA <br /> d <br /> sin jB s a ,O=IW <br /> s <br /> a b. o 'al �'� a-- '�,arca <br /> -�3.6 <br /> area =b;o sia Ak�A V y3.3 o C meq , ` rats Y t t <br /> -� � ' il6a a 414%.�►1n 0 <br /> 2 tin A 4 <br /> Q <br /> 2 F 3 Z G- r 2•8 9 +4 ° x3o/ <br /> ". 14041r n' <br /> sx8a <br /> • I <br /> v <br /> or .� <br />