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Froggy Jumps
Froggy Jumps

Transformaciones trigonométricas: suma a producto y producto a suma.

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Transformaciones trigonométricas: suma a producto y producto a suma.

Froggy Jumps

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About this activity

Aplicar las fórmulas de transformación de suma a producto y producto a suma en distintos ejercicios.

Created by

Jennyfer Choto
Jennyfer Choto
Ecuador

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Transformaciones trigonométricas: suma a producto y producto a suma.
 

Froggy Jumps

Transformaciones trigonométricas: suma a producto y producto a suma.Online version

Aplicar las fórmulas de transformación de suma a producto y producto a suma en distintos ejercicios.

by Jennyfer Choto
1

¿Cuál es la fórmula de la suma de ángulos en seno?

2

¿Qué representa la identidad pitagórica en trigonometría?

3

¿Cuál es la transformación trigonométrica de la tangente?

4

¿Cual es la función cotangente?

5

¿Cómo se transforma sen(-x)?

6

¿Qué es la función secante?

7

¿Cuál es la fórmula de la diferencia de ángulos en coseno?

8

¿Qué es la función cosecante?

9

¿Cómo se transforma cos(-x)?

10

¿Cuál es la fórmula de la suma de ángulos en tangente?

11

Transformación de suma a producto sen A+sen B Primer paso

12

Segundo paso sustituye en la formula. Si A=70∘ y B=10∘ Formula 2sin(A+B/2​)cos(A−B/2​)

 
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