3trigonometria
DESCRIPTION
3TRIGONOMETRIATRANSCRIPT
01.Hallar: x.
a)
b)
c)
02.Hallar: x.
a) m(Cos( + Sen( Tg()b) m(Cos( +Sen( Cot()
c) m(Sen( + Cos( Cot()
03.Hallar x.
a) m Cot( Cos (
b) m Tg( Sen (
c) m Tg( Sec(04.Hallar x.
a) m Cos ( Cot (
b) m Sen ( Cot (
c) m Sen ( Tg (05.Hallar x.
a) mSec (
b) m Cos (
c)
d)
06.Hallar x.
a) m (Sen( + Cos()
b) m (Cos( - Sen()
c) m (Sen( - Cos()
07.Hallar: x. Si: y
a)
b)
c)
08.Hallar x.
a) (mCos( - n) Sec(
b) (mCos( - n) Csc(
c) (m - nCos() Csc(
d) (m n Cos() Sec(
09.Hallar: tgx; en funcin de (.
a) 2 Cot(
b) 2 Tg(
c) 2 Sen(
d) 1/2 Tg(
10.Hallar : tgx; en funcin de (
a)
b)
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