RAZONES trigonométricas DE UN TRIÁNGULO RECTÁNGULO
ÁNGULOS
Ejemplos
PINCHARPARA VER SUS ÁNGULOS Y SUS LADOS
resolución de triángulos (TRigonometría)
RAZONES TRIGONOMÉTRICAS DE ÁNGULOS CUALESQUIERA
Ejemplos
RESOLUCIÓN DE TRIÁNGULOS CUALESQUIERA
Ejemplos
Teorema del coseno
Teorema del seno
Aplicación de las formulas anteriormente proporcionadas.A + B + C = 180º
Ejemplos
Ejemplo de su aplicación en el 6
Ejemplo de su aplicación en el 6
Rocío illán y Sergio Ramírez
EJEMPLO
Halla todas las razones trigonométricas
33º
6 cm
EJEMPLO
Datos: b = 32cm ; a = 17cm ; C = 40ºHallar los ángulos A, B y el lado c
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EJEMPLOS
- tg 120º = tg 30º
- cos 1845º = cos 45º (dividir 1845 entre 360 para ver con que ángulo se corresponde)
- sen (-120º) = sen 240
EJEMPLOS
tg = 2,25 ; sen < 0: Hallar la secante
90º
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I = seno positivo, coseno positivo, tangente positivaII = seno positivo, coseno negativo, tangente negativa III = seno negativo, coseno negativo, tangente positiva IV= seno negativo, coseno positivo, tangente negativa
tg
sen
cos
II
tg
sen
cos
I = 0º ≤ ≤ 90ºII = 90º ≤ ≤ 180º III = 180 ≤ ≤ 270º IV = 270º ≤ ≤ 360º
III
IV
II
IV
III
sen 45º = sen 135º-cos 45º = cos 135º -tg 45º = tg 135º
sen 135
sen 45
135º
45º
cos 135
cos 45
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Transcript
RAZONES trigonométricas DE UN TRIÁNGULO RECTÁNGULO
ÁNGULOS
Ejemplos
PINCHARPARA VER SUS ÁNGULOS Y SUS LADOS
resolución de triángulos (TRigonometría)
RAZONES TRIGONOMÉTRICAS DE ÁNGULOS CUALESQUIERA
Ejemplos
RESOLUCIÓN DE TRIÁNGULOS CUALESQUIERA
Ejemplos
Teorema del coseno
Teorema del seno
Aplicación de las formulas anteriormente proporcionadas.A + B + C = 180º
Ejemplos
Ejemplo de su aplicación en el 6
Ejemplo de su aplicación en el 6
Rocío illán y Sergio Ramírez
EJEMPLO
Halla todas las razones trigonométricas
33º
6 cm
EJEMPLO
Datos: b = 32cm ; a = 17cm ; C = 40ºHallar los ángulos A, B y el lado c
Got an idea?
Use this space to add awesome interactivity. Include text, images, videos, tables, PDFs... even interactive questions! Premium tip: Get information on how your audience interacts with your creation:
Got an idea?
Use this space to add awesome interactivity. Include text, images, videos, tables, PDFs... even interactive questions! Premium tip: Get information on how your audience interacts with your creation:
Got an idea?
Use this space to add awesome interactivity. Include text, images, videos, tables, PDFs... even interactive questions! Premium tip: Get information on how your audience interacts with your creation:
Got an idea?
Use this space to add awesome interactivity. Include text, images, videos, tables, PDFs... even interactive questions! Premium tip: Get information on how your audience interacts with your creation:
EJEMPLOS
EJEMPLOS
tg = 2,25 ; sen < 0: Hallar la secante
90º
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Use this space to add awesome interactivity. Include text, images, videos, tables, PDFs... even interactive questions! Premium tip: Get information on how your audience interacts with your creation:
I = seno positivo, coseno positivo, tangente positivaII = seno positivo, coseno negativo, tangente negativa III = seno negativo, coseno negativo, tangente positiva IV= seno negativo, coseno positivo, tangente negativa
tg
sen
cos
II
tg
sen
cos
I = 0º ≤ ≤ 90ºII = 90º ≤ ≤ 180º III = 180 ≤ ≤ 270º IV = 270º ≤ ≤ 360º
III
IV
II
IV
III
sen 45º = sen 135º-cos 45º = cos 135º -tg 45º = tg 135º
sen 135
sen 45
135º
45º
cos 135
cos 45
Got an idea?
Use this space to add awesome interactivity. Include text, images, videos, tables, PDFs... even interactive questions! Premium tip: Get information on how your audience interacts with your creation: