
QUÍZ ECUACIONES TRIGONOMÉTRICAS
Presentation
•
Mathematics
•
10th Grade
•
Practice Problem
•
Easy
Heinner Gámez
Used 1+ times
FREE Resource
2 Slides • 11 Questions
1
Multiple Choice
4Sen2θ=2, tiene como soluciones
{4π,43π,45π,47π}
{4π,43π}
{43π,47π}
{4π,45π}
2
Multiple Choice
Cos2θ−41=0, es El número de soluciones de la ecuación
2
1
4
3
3
Multiple Choice
Tanθ(Secθ−1)=0
{0º,180º}
{90º,270º}
{180º,270º}
{90º,180º}
4
Multiple Choice
CosθTanθ−Tanθ=0, tiene como suluciones
[90º,270º]
{0º,180º}
{0º,90º}
{90º,180º}
5
Multiple Choice
(Secθ−2)(Cscθ−2)=0, tiene como soluciones
{30º,300º}
{60º,150º}
{30º.60º,150º,300º}
{150º,300º}
6
Multiple Choice
3Cotx−3=0, tiene por soluciones
{30º,150º}
{60º,240º}
{60º,150º}
{60º,120º}
7
Multiple Choice
(Senx−1)(2Senx+1)=0, tiene como soluciones
{150º,210º,270º}
{90º,210º,330º}
{180º,240º,300º}
{270º}
8
Multiple Choice
Dada la siguiente ecuación Trigonométrica indica el valor de x:
sen (3x)=−1 en el intervalo [−2π,0]
30°
-30°
270°
-270 °
9
10
11
Multiple Select
¿Cuáles son las soluciones del Ejercicio 2?
52π
43π
47π
45π
12
Multiple Choice
Determina todas las soluciones de la ecuación trigonométrica cosθ1+cosθ=2
0°+2nπ
90°+2nπ
180°+2nπ
30°+2nπ
13
Poll
¿Cuál es el porcentaje de comprensión del tema?
20%
50%
60%
100%
4Sen2θ=2, tiene como soluciones
{4π,43π,45π,47π}
{4π,43π}
{43π,47π}
{4π,45π}
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MULTIPLE CHOICE
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