Respuesta:
Explicación paso a paso:
E= Cπ+2Sπ+40R/(C - S)π
Equivalencias:
C=200S/180
C=10S/9
Cπ=(10S/9)π=10Sπ/9
R=Sπ/180
40R=40•Sπ/180=2/9(Sπ)
(C - S)π=(10S/9 - S)π
=(10S/9 - 9S/9)π= (S/9)π=Sπ/9
Sustituyendo Equivalencias en E:
E=10Sπ/9+2Sπ+2/9(Sπ)/Sπ/9
E=Sπ(10/9+2+2/9)/Sπ/9
E=Sπ(10/9+18/9+2/9)/Sπ/9
E=Sπ(30/9)/Sπ/9
E=9Sπ(30)/9Sπ
E=30
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Respuesta:
Explicación paso a paso:
E= Cπ+2Sπ+40R/(C - S)π
Equivalencias:
C=200S/180
C=10S/9
Cπ=(10S/9)π=10Sπ/9
R=Sπ/180
40R=40•Sπ/180=2/9(Sπ)
(C - S)π=(10S/9 - S)π
=(10S/9 - 9S/9)π= (S/9)π=Sπ/9
Sustituyendo Equivalencias en E:
E=10Sπ/9+2Sπ+2/9(Sπ)/Sπ/9
E=Sπ(10/9+2+2/9)/Sπ/9
E=Sπ(10/9+18/9+2/9)/Sπ/9
E=Sπ(30/9)/Sπ/9
E=9Sπ(30)/9Sπ
E=30