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Mansly
@Mansly
April 2019
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BESOIN D'AIDE SVP ! EXERCICE 7
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Commentaires (1)
a) sin(a)=5/13 donc cos(a)=12/13
car sin²(a)+cos²(a)=1
donc tan(a)=5/12
car tan(a)=sin(a)/cos(a)
or tan(2x)=(2tan(x))/(1-tan²(x))
donc (2tan(a/2))/(1-tan²(a/2))=5/12
donc 24tan(a/2)=5-5tan²(a/2)
on pose X=tan(a/2)
donc 5X²+24X-5=0
donc (5X-1)(X+5)=0
donc X=-5 ou X=1/5
donc tan(a/2)=-5 ou tan(a/2)=1/5
b) cos(a)=3/7 donc sin(a)=2√10/7
donc tan(a)=2√10/3
donc (2tan(a/2))/(1-tan²(a/2))=2√10/3
donc 6tan(a/2)=2√10-2√10tan²(a/2)
avec X=tan(a/2)
2√10X²+6X-2√10=0
donc on en déduit que
tan(a/2)=-√10/2 ou tan(a/2)=√10/5
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Lista de comentários
car sin²(a)+cos²(a)=1
donc tan(a)=5/12
car tan(a)=sin(a)/cos(a)
or tan(2x)=(2tan(x))/(1-tan²(x))
donc (2tan(a/2))/(1-tan²(a/2))=5/12
donc 24tan(a/2)=5-5tan²(a/2)
on pose X=tan(a/2)
donc 5X²+24X-5=0
donc (5X-1)(X+5)=0
donc X=-5 ou X=1/5
donc tan(a/2)=-5 ou tan(a/2)=1/5
b) cos(a)=3/7 donc sin(a)=2√10/7
donc tan(a)=2√10/3
donc (2tan(a/2))/(1-tan²(a/2))=2√10/3
donc 6tan(a/2)=2√10-2√10tan²(a/2)
avec X=tan(a/2)
2√10X²+6X-2√10=0
donc on en déduit que
tan(a/2)=-√10/2 ou tan(a/2)=√10/5