BIMESTRAL TRIGONOMETRÍA 10º GRADO

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| By Carlos.colsace

Carlos.colsace

Community Contributor

Quizzes Created: 2 | Total Attempts: 511

Questions: 10 | Attempts: 143 | Updated: Jul 22, 2024

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Questions and Answers

1.

En la siguiente figura las líneas que parecen paralelas son paralelas. De acuerdo a ello la magnitud del segmento marcado con x equivale a:
- A.
  
  3
- B.
  
  4
- C.
  
  5
- D.
  
  6
Correct Answer
C. 5

Explanation
The lines in the figure appear to be parallel, which means that they will never intersect. Therefore, any line segment that is drawn between these parallel lines will have the same length throughout. In this case, the segment marked with x is between the parallel lines, so its length must be the same as any other segment drawn between those lines. Since the only option that matches this condition is 5, the correct answer is 5.

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2.

La figura muestra uno de los procedimientos para poder determinar la altura de un edificio. ¿Cuál es la altura del edificio si sabe que la persona tiene una altura de 2m?
- A.
  
  4m
- B.
  
  5m
- C.
  
  8m
- D.
  
  10m
Correct Answer
B. 5m
3.

La inversa de la función secante es:
- A.
  
  Seno
- B.
  
  Coseno
- C.
  
  Cosecante
- D.
  
  Tangente
Correct Answer
B. Coseno

Explanation
The inverse of the secant function is the cosine function. This is because the secant function is defined as the reciprocal of the cosine function, so when we take the inverse of the secant function, we end up with the cosine function.

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4.

Un cable sujeta una antena de radio como se ve en la figura. Determine la altura de la antena.
- A.
  
  0,707m
- B.
  
  44m
- C.
  
  45m
- D.
  
  46m
Correct Answer
C. 45m

Explanation
The height of the antenna can be determined by measuring the length of the cable that is holding it. In the given figure, the cable is shown attached to the top of the antenna and extending downwards. The length of the cable is not explicitly mentioned, but based on the options provided, the most reasonable choice would be 45m as it is the closest value to the other options and seems like a plausible height for an antenna.

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5.

Teniendo en cuenta el triángulo ABC, el valor del SEN(A) es:
- A.
  
  4/5
- B.
  
  3/5
- C.
  
  4/3
- D.
  
  5/3
Correct Answer
A. 4/5

Explanation
En un triángulo ABC, el seno de un ángulo se define como la longitud del lado opuesto dividido por la hipotenusa. En este caso, el ángulo A no está especificado, por lo que no se puede determinar su valor exacto. Sin embargo, dado que el seno de un ángulo siempre es menor o igual a 1, la única opción que cumple con esta condición es 4/5.

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6.

Halla SIN USAR CALCULADORA (debe realizar el procedimiento) el valor de la expresión SEN (30º) * COS (60º)- ¾
- A.
  
  -1/2
- B.
  
  1
- C.
  
  -1
- D.
  
  1/2
Correct Answer
A. -1/2

Explanation
The given expression asks us to find the value of SEN (30°) * COS (60°) - 3/4.
To solve this, we need to find the values of sine and cosine of 30° and 60°.
The sine of 30° is 1/2, and the cosine of 60° is 1/2.
Substituting these values into the expression, we get (1/2) * (1/2) - 3/4 = 1/4 - 3/4 = -2/4 = -1/2.
Therefore, the correct answer is -1/2.

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7.
1. Si f (x) = 20 + x - x ² , el valor de f (8) yf (-3) hijo:
- A.
  
  -36 y 8 respectivamente
- B.
  
  8 y -36 respectivamente
- C.
  
  8 y -36 respectivamente
- D.
  
  -36 y 8 respectivamente
Correct Answer
D. -36 y 8 respectivamente

Explanation
The correct answer is -36 and 8 respectively. This can be determined by substituting the given values of x into the function f(x) = 20 + x - x^2.
For f(8), we have f(8) = 20 + 8 - 8^2 = 20 + 8 - 64 = -36.
For f(-3), we have f(-3) = 20 + (-3) - (-3)^2 = 20 - 3 - 9 = 8.

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8.

Si f(x) = -7x -4, evalúela en un intervalo de (-4 a 4), al obtener la gráfica podemos determinar que esta función es:
- A.
  
  Creciente
- B.
  
  Constante
- C.
  
  Parabola
- D.
  
  Decreciente
Correct Answer
D. Decreciente

Explanation
The given function f(x) = -7x - 4 represents a straight line with a negative slope. When evaluated in the interval (-4 to 4), the function values decrease as the input values increase. This indicates that the function is decreasing or "decreciente" in Spanish.

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9.

De las siguientes graficas de funciones podemos decir que:
- A.
  
  A y D son funciones
- B.
  
  A, B y C son relaciones, mientras que D no lo es
- C.
  
  A, B y C son funciones
- D.
  
  Ninguna de las anteriores
Correct Answer
C. A, B y C son funciones

Explanation
The correct answer is A, B, and C are functions. This is because a function is a relation where each input has only one output. In other words, for every value of x, there is only one corresponding value of y. In the given options, A, B, and C satisfy this condition, as they can be represented as mappings of x to y. On the other hand, option D is not a function because there are multiple values of y corresponding to the same value of x, violating the definition of a function.

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10.

Los datos que se dan a continuación corresponden a los pesos en Kg de ochenta personas: a. Obténgase una distribución de datos en intervalos de amplitud 5, siendo el primer intervalo [50; 55]. b. Calcúlese el porcentaje de personas de peso menor que 65 Kg. c. ¿Cuántas personas tienen peso mayor o igual que 70 Kg? pero menor que 85? Para los interrogantes de las opciones b y c, sus respuestas son:
- A.
  
  32,5% y 24, respectivamente
- B.
  
  50% y 64, respectivamente
- C.
  
  33% y 21, respectivamente
- D.
  
  42% y 61, respectivamente
Correct Answer
A. 32,5% y 24, respectivamente

Explanation
The correct answer is 32,5% y 24, respectively. This means that 32.5% of the people have a weight less than 65 kg, and there are 24 people who have a weight greater than or equal to 70 kg but less than 85 kg.

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Current Version
Jul 22, 2024

Quiz Edited by
ProProfs Editorial Team
Jun 09, 2020

Quiz Created by
Carlos.colsace

Bimestral TrigonometrÍa 10º Grado

En la siguiente figura las líneas que parecen paralelas son paralelas. De acuerdo a ello la magnitud del segmento marcado con x equivale a:

La figura muestra uno de los procedimientos para poder determinar la altura de un edificio. ¿Cuál es la altura del edificio si sabe que la persona tiene una altura de 2m?

La inversa de la función secante es:

Un cable sujeta una antena de radio como se ve en la figura. Determine la altura de la antena.

Teniendo en cuenta el triángulo ABC, el valor del SEN(A) es:

Halla SIN USAR CALCULADORA (debe realizar el procedimiento) el valor de la expresión SEN (30º) * COS (60º)- ¾

Si f (x) = 20 + x - x 2 , el valor de f (8) yf (-3) hijo:

Si f(x) = -7x -4, evalúela en un intervalo de (-4 a 4), al obtener la gráfica podemos determinar que esta función es:

De las siguientes graficas de funciones podemos decir que:

Si f (x) = 20 + x - x ² , el valor de f (8) yf (-3) hijo: