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Desafio de Trigonometria

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Desafio de Trigonometria

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Teste seu conhecimento de trigonometria.

Created by

Diana Bautista
Diana Bautista
Bolivia

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Desafio de Trigonometria
 

Desafio de TrigonometriaOnline version

Teste seu conhecimento de trigonometria.

by Diana Bautista
1

tan(x) = sin(x)/cos(x) para cos(x) ≠ 0.

2

O cosseno de 0° é igual a 1.

3

tan(0°) é igual a 1.

4

sen²x + cos²x = 1.

5

O seno de 180° é igual a 1.

6

π/2 rad é igual a 270°.

7

sen²x + cos²x é igual a 0 para todo x.

8

O seno de 0° é igual a 1.

9

π rad equivalem a 180°.

10

O seno de 90° é igual a 1.

11

El símbolo aspa representa la raíz cuadrada.

12

En la fórmula general, la solución es x = (-b ± sqrt(b^2 - 4ac)) / (2a).

13

El término "aspa" se usa en español para referirse al símbolo × (multiplicación).

14

En la fórmula general, el denominador es a + b.

15

El discriminante Δ nunca puede ser negativo en la fórmula general.

16

La fórmula general sólo se aplica cuando a = 1.

17

El discriminante se denota normalmente como Δ y es igual a b^2 - 4ac.

18

Si Δ > 0, la ecuación cuadrática tiene dos raíces reales distintas.

19

La fórmula general resuelve ecuaciones cuadráticas de la forma ax^2 + bx + c = 0 con a ≠ 0.

20

La solución de la fórmula general no implica dividir por 2a.

21

Un rectángulo con base 4 y altura 3 tiene área 8.

22

El área de un círculo es πr^2.

23

El área de un círculo es 3.14 × diámetro.

24

El área de un rectángulo se calcula multiplicando la base por la altura.

25

El área de un círculo es π × diámetro.

26

El área de un trapecio se calcula como (b1 × b2) × altura.

27

El área de un triángulo es (base × altura) / 2.

28

El área de un paralelogramo es base por altura.

29

El área de un cuadrado es lado al cuadrado.

30

El área de un cuadrado se obtiene sumando los lados.

 
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