AA Digital SAT 1 - BlueBook App Test

Te traemos el Examen AA Digital SAT 1 - BlueBook App Test. En total son cuatro exámenes de prueba adaptativos digitales completos disponibles a través de la app Bluebook™, la plataforma de pruebas de College Board.

El AA Digital SAT 1 - BlueBook App Test es similar al SAT tradicional en cuanto al contenido del examen. Sin embargo, existen algunas diferencias importantes en el formato del examen.

AA Digital SAT 1 - BlueBook App Test

En el contexto del AA digital SAT, la AA significa Adaptive Administration, que en español se traduce como Administración adaptativa. La administración adaptativa es una característica del AA digital SAT que permite que el examen se ajuste a las habilidades del estudiante.

En el SAT tradicional, todos los estudiantes realizan el mismo examen, sin importar su nivel de habilidad. En el AA digital SAT, el examen comienza con un conjunto de preguntas fáciles.

Si el estudiante responde correctamente a estas preguntas, se le presentan preguntas más difíciles. Si el estudiante responde incorrectamente a estas preguntas, se le presentan preguntas más fáciles.

La administración adaptativa tiene como objetivo proporcionar a cada estudiante un examen que sea lo suficientemente desafiante como para medir sus habilidades, pero no demasiado desafiante como para que sea imposible de completar.

La AA es una característica importante del AA digital SAT. Ayuda a garantizar que el examen sea justo y preciso para todos los estudiantes, independientemente de su nivel de habilidad.

Examen AA Digital SAT 1 - BlueBook App Test

Cuestionario

Section 1 Module 1 Reading and Writing

32 MINUTES, 27 QUESTIONS
Instrucciones:
Las preguntas de esta sección abordan una serie de habilidades importantes de lectura y escritura. Cada pregunta incluye uno o más pasajes, que pueden incluir una tabla o un gráfico. Lea atentamente cada pasaje y pregunta y luego elija la mejor respuesta a la pregunta según los pasajes. Todas las preguntas de esta sección son de opción múltiple con cuatro opciones de respuesta. Cada pregunta tiene una única mejor respuesta.
Una vez contestada esta sección revisa tus respuestas. El día del examen, no podrás pasar al siguiente módulo hasta que se acabe el tiempo asignado.
Question 1: Researchers and conservationists stress that biodiversity loss due to invasive species is ________. For example, people can take simple steps such as washing their footwear after travel to avoid introducing potentially invasive organisms into new environments.
Which choice completes the text with the most logical and precise word or phrase?
A) preventable
B) undeniable
C) common
D) concerning

Section 1 Module 2 Reading and Writing

32 MINUTES, 27 QUESTIONS
Instrucciones:
Las preguntas de esta sección abordan una serie de habilidades importantes de lectura y escritura. Cada pregunta incluye uno o más pasajes, que pueden incluir una tabla o un gráfico. Lea atentamente cada pasaje y pregunta y luego elija la mejor respuesta a la pregunta según los pasajes. Todas las preguntas de esta sección son de opción múltiple con cuatro opciones de respuesta. Cada pregunta tiene una única mejor respuesta.
Una vez contestada esta sección revisa tus respuestas. El día del examen, no podrás pasar al siguiente módulo hasta que se acabe el tiempo asignado.
Due to their often strange images, highly experimental syntax, and opaque subject matter, many of John Ashbery's poems can be quite difficult to ____ and thus are the object of heated debate among scholars.
Question 1: Which choice completes the text with the most logical and precise word or phrase?
A) delegate
B) compose
C) interpret
D) renounce

Section 1 Module 3 Reading and Writing

32 MINUTES, 27 QUESTIONS
Instrucciones:
Las preguntas de esta sección abordan una serie de habilidades importantes de lectura y escritura. Cada pregunta incluye uno o más pasajes, que pueden incluir una tabla o un gráfico. Lea atentamente cada pasaje y pregunta y luego elija la mejor respuesta a la pregunta según los pasajes.
Todas las preguntas de esta sección son de opción múltiple con cuatro opciones de respuesta. Cada pregunta tiene una única mejor respuesta.
Una vez contestada esta sección revisa tus respuestas. El día del examen, no podrás pasar al siguiente módulo hasta que se acabe el tiempo asignado.
In habitats with limited nutrients, certain fungus species grow on the roots of trees, engaging in mutually beneficial relationships known as ectomycorrhizae: in this symbiotic exchange, the tree provides the fungus with carbon, a nutrient necessary for both species, and the fungus __________ by enhancing the tree's ability to absorb nitrogen, another key nutrient, from the soil.
Question 1: Which choice completes the text with the most logical and precise word or phrase?
A) overreacts
B) reciprocates
C) retaliates
D) deviates

Section 2, Module 1: Math

35 minutes, 22 QUESTIONS

Instrucciones:
Las preguntas de esta sección abordan una serie de habilidades matemáticas importantes.
Se permite el uso de una calculadora para todas las preguntas. Se puede acceder a una hoja de referencia, una calculadora y estas instrucciones durante todo el examen.
A menos que se indique lo contrario:
Todas las variables y expresiones representan números reales.
Las figuras proporcionadas están dibujadas a escala.
Todas las figuras se encuentran en un plano.
El dominio de una función dada ƒ es el conjunto de todos los números reales x para los cuales f(x) es un número real.
Para preguntas de opción múltiple, resuelva cada problema y elija la respuesta correcta entre las opciones proporcionadas. Cada pregunta de opción múltiple tiene una única respuesta correcta.
4,4,4,4,8,8,8,13,13
Question 1: Which frequency table correctly represents the data listed?
A)
Number Frequency
4 4
8 3
13 2

B)
Number Frequency
4 4
3 8
2 13

C)
Number Frequency
4 16
8 24
13 26

D)
Number Frequency
16 4
24 8
26 13

Question 2: Which expression is equivalent to x2 + 3x - 40?
A) (x - 4)(x + 10)
B) (x - 5)(x + 8)
C) (x - 8)(x + 5)
D) (x - 10)(x + 4)
Question 3: Jay walks at a speed of 3 miles per hour and runs at a speed of 5 miles per hour. He walks for w hours and runs for r hours for a combined total of 14 miles. Which equation represents this situation?
A) 3w + 5r = 14
B) \(\frac{1}{3}w + \frac{1}{5}r = 14\)
C) \(\frac{1}{3}w + \frac{1}{5}r = 112\)
D) 3w + 5r = 112
Question 4: In triangle ABC, the measure of angle B is 52° and the measure of angle C is 17°. What is the measure of angle A?
A) 21°
B) 35°
C) 69°
D) 111°

Question 5:The graph represents the total charge, in dollars, by an electrician for x hours of work. The electrician charges a onetime fee plus an hourly rate. What is the best interpretation of the slope of the graph?
A) The electrician’s hourly rate
B) The electrician’s onetime fee
C) The maximum amount that the electrician charges
D) The total amount that the electrician charges
The table summarizes the distribution of color and shape for 100 tiles of equal area.

Question 6: If one of these tiles is selected at random, what is the probability of selecting a red tile? (Express your answer as a decimal or fraction, not as a percent.)
A) 3/10
B) 1/5
C) 2/5
D) 3/5
Question 7: From a population of 50,000 people, 1,000 where chosen at random and surveyed about a proposed piece of legislation. Based on the survey, it is estimated that 35% of people in the population support the legislation, with an associated margin of error of 3%. Based on these results, which of the following is a plausible value for the total number of people in the population who support the proposed legislation?
A) 350
B) 650
C) 16,750
D) 31,750
\(\frac{55}{x+6} = x\)
Question 8: What is the positive solution to the given equation?
A) 4
B) 5
C) 7
D) 6
Question 9: An airplane descends from an altitude of 9,500 feet to 5,000 feet at a constant rate of 400 feet per minute. What type of function best models the relationship between the descending airplane's altitude and time?
A) Decreasing exponential
B) Decreasing linear
C) Increasing exponential
D) Increasing linear
\(g(x) = 11\left(\frac{1}{12}\right)^x\)
Question 10: If the given function g is graphed in the xy-plane, where y = g(x), what is the y-intercept of the graph?
A) (0, 11)
B) (0, 132)
C) (0, 1)
D) (0, 12)

Question 11: The circle shown has center O, circumference 144π and diameters \(\overline{PR}\) and \(\overline{QS}\) The length of arc PS is twice the length of arc PQ. What is the length of arc QR?
A) 24π
B) 48π
C) 72π
D) 96π
Question 12: A rectangle has a length of x units and a width of (x - 15) units. If the rectangle has an area of 76 square units, what is the value of x?
A) 4
B) 19
C) 23
D) 76

Question 13: Rosa opened a savings account at a bank. The table shows the exponential relationship between the time t, in years, since Rosa opened the account and the total amount n, in dollars, in the account. If Rosa made no additional deposits or withdrawals, which of the following equations best represents the relationship between t and n?
A) n = (1 + 604)t
B) n = (1 + 0.004)t
C) n = 604(1 + 0.004)t
D) n = 0.004(1 + 604)t
Question 14: At how many points do the graphs of the equations y = x + 20 and y = 8x intersect in the xy-plane?
A) 0
B) 1
C) 2
D) 8
5G + 45R = 380
Question 15: At a school fair, students can win colored tokens that are worth a different number of points depending on the color. One student won G green tokens and R red tokens worth a total of 380 points. The given equation represents this situation. How many more points is a red token worth than a green token?
A) 40
B) 50
C) 60
D) 30
Question 16: The number of bacteria in a liquid medium doubles every day. There are 44,000 bacteria in the liquid medium at the start of an observation. Which represents the number of bacteria, y, in the liquid medium t days after the start of the observation?
A) \(y = \frac{1}{2}(44,000)^t\)
B) y = 2(44,000)t
C) \(y = 44,000\left(\frac{1}{2}\right)^t\)
D) y = 44,000(2)t
Question 17: A cylinder has a diameter of 8 inches and a height of 12 inches. What is the volume, in cubic inches, of the cylinder?
A) 16π
B) 96π
C) 192π
D) 768π
6x + 7y = 28
2x + 2y = 10
Question 18: The solution to the given system of equations is (x, y). What is the value of y?
A) -2
B) 7
C) 14
D) 18
Question 19: In the triangle JKL, \(\cos(k) = \frac{24}{51}\) and angle J is a right angle. What is the value of cos(L)?
A) 13/15
B) 15/17
C) 17/21
D) 21/23
f(x) = 4x2 - 50x +126
Question 20: The given equation defines the function f. For what value of x does f(x) reach its minimum?
A) 21/4
B) 17/4
C) 29/4
D) 25/4
Question 21: In the xy-plane, line l passes through the point (0, 0) and is parallel to the line represented by the equation y = 8x + 2. If line l also passes through the point (3, d), what is the value of d?
A) 24
B) 21
C) 18
D) 15
Question 22: In the xy-plane, a line with equation 2y = c for some constant c intersects a parabola at exactly one point. If the parabola has equation y = -2x2 + 9x, what is the value of c?
A) 36/5
B) 49/4
C) 64/3
D) 81/4

Section 2, Module 2: Math

35 minutes, 22 QUESTIONS

Instrucciones:
Las preguntas de esta sección abordan una serie de habilidades matemáticas importantes.
Se permite el uso de una calculadora para todas las preguntas. Se puede acceder a una hoja de referencia, una calculadora y estas instrucciones durante todo el examen.
A menos que se indique lo contrario:
Todas las variables y expresiones representan números reales.
Las figuras proporcionadas están dibujadas a escala.
Todas las figuras se encuentran en un plano.
El dominio de una función dada ƒ es el conjunto de todos los números reales x para los cuales f(x) es un número real.
Para preguntas de opción múltiple, resuelva cada problema y elija la respuesta correcta entre las opciones proporcionadas. Cada pregunta de opción múltiple tiene una única respuesta correcta.
71, 72, 73, 76,77, 79, 83, 87, 93
Question 1: What is the median of the data shown?
A) 71
B) 77
C) 78
D) 79
x + 40 = 95
Question 2: What value of x is the solution to the given equation?
A) 95
B) 95/40
C) 135
D) 55
Question 3: What is the area of a rectangle with a length of 17 centimeters (cm) and a width of 7 cm?
A) 24 cm2
B) 48 cm2
C) 119 cm2
D) 576 cm2
Question 4: Which expression is equivalent to 20w - (4w + 3w)?
A) 10w
B) 13w
C) 19w
D) 21w
Question 5: The number y is 84 less than the number x. Which equation represents the relationship between x and y?
A) y = x + 84
B) \(y = \frac{1}{84}x\)
C) y = 84x
D) y = x - 84
Question 6: The expression \(\frac{24}{6x+42}\) is equivalent to \(\frac{4}{x+b}\), where b is a constant and x>0. What is the value of b?
A) 7
B) 10
C) 24
D) 252
Question 7: Out of 300 seeds that were planted, 80% sprouted. How many of these seeds sprouted?
A) 60
B) 270
C) 210
D) 240
Question 8: Ty set a goal to walk at least 24 kilometers every day to prepare for a multiday hike. On a certain day, Ty plans to walk at an average of 4 kilometers per hour. What is the minimum number of hours Ty must walk on that day to fulfill the daily goal?
A) 4
B) 6
C) 20
D) 24
Question 9: If 6 + x = 9, what is the value of 18 + 3x?
A) 27
B) 24
C) 21
D) 37
Question 10: The function f is defined by f(x) = x3 + 9. What is the value of f(2)?
A) 14
B) 15
C) 17
D) 18
Question 11: The total cost of f(x), in dollars, to lease a car for 36 months from a particular car dealership is given by f(x) = 36x + 1,000, where x is the monthly payment, in dollars. What is the total cost to lease a car when the monthly payments is $400?
A) $13,400
B) $13,000
C) $15,400
D) $37,400
Question 12: The function g is defined by g(x) = 10x + 8. What is the value of g(x) when x = 8?
A) 0
B) 8
C) 10
D) 88

Question 13: In the figure, line j is parallel to line k. What is the value of x?
A) 45
B) 47
C) 55
D) 57
Question 14: The graph of 7x + 2y = -31 in the xy-plane has an x-intercept at (a, 0) and a y-intercept at (0, b), where a and b are constants. What is the value of \(\frac{b}{a}\)?
A) \(-\frac{7}{2}\)
B) \(-\frac{2}{7}\)
C) \(\frac{2}{7}\)
D) \(\frac{7}{2}\)
Question 15: An object travels at a constant speed of 12 centimeters per second. At this speed, what is the time, in seconds, that it would take for the object to travel 108 centimeters?
A) 9
B) 96
C) 120
D) 972
Question 16: John paid a total of $165 for a microscope by making a down payment of $37 plus p monthly payments of $16 each. Which of the following equations represents this situation?
A) 16p - 37 = 165
B) 37p - 16 = 165
C) 16p + 37 = 165
D) 37p + 16 = 165

Question 17: The table shows three values of x and their corresponding values of y. There is a linear relationship between x and y. Which of the following equation represents this relationship?
A) y = 18x + 13
B) y = 18x + 18
C) y = -5x +13
D) y = -5x +18
Question 18: An object is kicked from a platform. The equation h = -4.9t2 + 7t + 9 represents this situation, where h is the height of the object above the ground, in meters, t seconds after it is kicked. Which number represents the height, in meters, from which the object was kicked?
A) 0
B) 4.9
C) 7
D) 9
h(x) = x2 - 3
Question 19: Which table gives three values of x and their corresponding values if h(x) for the given function h?
A)
B)
C)
D)
Question 20: In the linear function f, f(0) = 8 and f(1) = 12. Which equation defines f?
A) f(x) = 12x + 8
B) f(x) = 4x
C) f(x) = 4x + 12
D) f(x) = 4x + 8
14j + 5k = m
Question 21: The given equation relates de numbers j,k and m. Which equation correctly expresses k in terms of j and m?
A) \(k = \frac{m - 14j}{5}\)
B) \(k = \frac{1}{5}m - 14j\)
C) \(k = \frac{14j - m}{5}\)
D) k = 5m - 14j
RS = 440
ST = 384
TR = 584
Question 22: The side lengths of right triangle RST are given. Triangle RST is similar to triangle UVW, where S corresponds to V and T corresponds to W. What is the value of tan W?
A) \(\frac{48}{73}\)
B) \(\frac{55}{73}\)
C) \(\frac{48}{55}\)
D) \(\frac{55}{48}\)

Section 2, Module 3: Math

35 MINUTES, 22 QUESTIONS

Instrucciones:
Las preguntas de esta sección abordan una serie de habilidades matemáticas importantes.
Se permite el uso de una calculadora para todas las preguntas. Se puede acceder a una hoja de referencia, una calculadora y estas instrucciones durante todo el examen.
A menos que se indique lo contrario:
Todas las variables y expresiones representan números reales.
Las figuras proporcionadas están dibujadas a escala.
Todas las figuras se encuentran en un plano.
El dominio de una función dada ƒ es el conjunto de todos los números reales x para los cuales f(x) es un número real.
Para preguntas de opción múltiple, resuelva cada problema y elija la respuesta correcta entre las opciones proporcionadas. Cada pregunta de opción múltiple tiene una única respuesta correcta.
Question 1: Which expression is equivalent to 9x2 + 7x2 + 9x?
A) 63x4 + 9x
B) 9x2 + 16x
C) 25x5
D) 16x2 + 9x
Question 2: Of 900,000 beads, 828,000 are silver. What percentage of the beads are silver?
A) 8%
B) 36%
C) 72%
D) 92%
Question 3: If 2(3t - 10) + t = 40 + 4t, what is the value of 3t?
A) 60
B) 50
C) 70
D) 40
Question 4: If 5(x + 4) = 4(x + 4) + 29, what is the value of x + 4?
A) -4
B) 25
C) 29
D) 33
Question 5: A neighborhood consists of a 2-hectare park and a 35-hectare residential area. The total number of trees in the neighborhood is 3,934. The equation 2x + 35y = 3,934 represents this situation. Which of the following is the best interpretation of x in this context?
A) The average number of trees per hectare in the park
B) The average number of trees per hectare in the residential area
C) The total number of trees in the park
D) The total number of trees in the residential area
Question 6: For a certain rectangular region, the ratio of its length to its width is 35 to 10. If the width of the rectangular region increases by 7 units, how must the length change to maintain this ratio?
A) It must decrease by 24.5 units.
B) It must increase by 24.5 units.
C) It must decrease by 7 units.
D) It must increase by 7 units.
p = 9 + \(\frac{14}{n}\)
Question 7: The given equation relates the numbers p and n, where n is not equal to 0 and p>9. Which equation correctly expresses n in terms of p?
A) \(n = \frac{p-9}{14}\)
B) \(n = \frac{p}{14} + 9\)
C) \(n = \frac{p}{14} - 9\)
D) \(n = \frac{14}{p-9}\)
Question 8: The expression \(\frac{24}{6x+42}\) is equivalent to \(\frac{4}{x+b}\), where b is a constant and x>0. What is the value of b?
A) 7
B) 10
C) 24
D) 252
Question 9: Circle A in the xy-plane has the equation (x + 5)2 + (y - 5)2 = 4. Circle B has the same center as circle A. The radius of circle B is two times the radius of circle A. The equation defining circle B in the xy-plane is (x + 5)2 + (y - 5)2 = k, where k is a constant. What is the value of k?
A) 14
B) 16
C) 18
D) 20
Question 10: A business owner plans to purchase the same model of chair of each of the 81 employees. The total budget to spend on these chairs is $14,000, which includes a 7% sales tax. Which of the following is closest to the maximum possible price per chair, before sales tax, the business owner could pay on this budget?
A) $148.15
B) $161.53
C) $172.84
D) $184.94
8x + y = -11
2x2 = y + 341
Question 11: The graphs of the equations in the given system of equations intersect at the point (x, y) in the xy-plane. What is a possible value of x?
A) -15
B) -11
C) 2
D) 8
Question 12: How many solutions does the equation 10(15x - 9) = -15(6 - 10x) have?
A) Exactly one
B) Exactly two
C) Infinitely many
D) Zero
Question 13: When the quadratic function f is graphed in the xy-plane, where y = f(x), its vertex is (-3, 6). One of the x-intercepts of this graph is \(\left(-\frac{17}{4}, 0\right)\). What is the other x-intercept of the graph?
A) \(\left(-\frac{29}{4}, 0\right)\)
B) \(\left(-\frac{7}{4}, 0\right)\)
C) \(\left(\frac{5}{4}, 0\right)\)
D) \(\left(\frac{17}{4}, 0\right)\)

Question 14: The graph of y = f(x) + 14. Which equation defines function f?
A) \(f(x) = -\frac{1}{4}x -12\)
B) \(f(x) = -\frac{1}{4}x +16\)
C) \(f(x) = -\frac{1}{4}x +2\)
D) \(f(x) = -\frac{1}{4}x -14\)
64x2 + bx + 25 = 0
Question 15: In the given equation, b is a constant. For which of the following values of b will the equation have more than one real solution?
A) -91
B) -80
C) 5
D) 40
Question 16: The graph of 7x + 2y = -31 in the xy-plane has an x-intercept at (a, 0) and a y-intercept at (0, b), where a and b are constants. What is the value of \(\frac{b}{a}\)?
A) \(-\frac{7}{2}\)
B) \(-\frac{2}{7}\)
C) \(\frac{2}{7}\)
D) \(\frac{7}{2}\)
4x - 6y = 10y +2
\(ty = \frac{1}{2} + 2x\)
Question 17: In the given system of equations, t is a constant. If the system has no solution, what is the value of t?
A) 4
B) 6
C) 8
D) 2
Question 18: An isosceles right triangle has a hypotenuse of length 58 inches. What is the perimeter, in inches, of this triangle?
A) \(29\sqrt{2}\)
B) \(58\sqrt{2}\)
C) \(58 + 58\sqrt{2}\)
D) \(58 + 116\sqrt{2}\)

Question 19: For the linear function f, the table shows three values of x and their corresponding values of f(x). Function f is defined by f(x) = ax + b, where a and b are constants. What is the value of a - b?
A) -64
B) 62
C) 128
D) 192
Question 20: Data set A consists of 10 positive integers less than 60. The list shown gives 9 of the integers from data set A.
43, 45, 44, 43, 38, 39, 40, 46,40
The mean of these 9 integers is 42. If the mean of data set A is an integer that is greater than 42, what is the value of the largest integer from data set A?
A) 52
B) 50
C) 48
D) 46
Question 21: For groups of 25 or more people, a museum charges $21 per person for the first 25 people and $14 for each additional person. Which function f gives the total charge, in dollars, for a tour group with n people, where n≥25?
A) f(n) = 14n + 175
B) f(n) = 14n + 525
C) f(n) = 35n - 350
D) f(n) = 14n + 21
Question 22: In triangles LMN and RST, angles L and R each have measure 60°, LN = 10, and RT = 30. Which additional piece of information is sufficient to prove that triangle LMN is similar to triangle RST?
A) MN = 7 and ST = 7
B) MN = 7 and ST = 21
C) The measures of angles M and S are 70° and 60°, respectively.
D) The measures of angles M and T are 70° and 50°, respectively.

Respuestas correctas AA Digital SAT 1 - BlueBook App Test

Hoja de Respuestas Reading & Writing

[su_spoiler title="Reading & Writing Modules: 1, 2 & 3" style="fancy"]

Módulo 1 Respuesta Módulo 2 Respuesta Módulo 3 Respuesta
1 A 1 C 1 B
2 C 2 D 2 A
3 C 3 B 3 B
4 B 4 D 4 C
5 C 5 A 5 D
6 D 6 A 6 B
7 D 7 C 7 D
8 D 8 D 8 C
9 B 9 B 9 D
10 C 10 C 10 A
11 D 11 C 11 A
12 C 12 B 12 D
13 A 13 B 13 D
14 D 14 A 14 D
15 B 15 A 15 B
16 B 16 D 16 D
17 D 17 A 17 D
18 A 18 A 18 D
19 C 19 A 19 C
20 D 20 C 20 A
21 C 21 B 21 B
22 D 22 D 22 A
23 A 23 A 23 A
24 D 24 C 24 B
25 C 25 A 25 D
26 B 26 A 26 C
27 A 27 D 27 A

[/su_spoiler]

Hoja de respuestas Math

[su_spoiler title="Math Modules: 1, 2 & 3" style="fancy"]

Módulo 1 Respuesta Módulo 2 Respuesta Módulo 3 Respuesta
1 A 1 B 1 D
2 B 2 D 2 D
3 A 3 C 3 A
4 D 4 B 4 C
5 A 5 D 5 A
6 A 6 A 6 B
7 C 7 D 7 D
8 B 8 B 8 A
9 B 9 A 9 B
10 A 10 C 10 B
11 B 11 C 11 A
12 B 12 D 12 C
13 C 13 B 13 B
14 B 14 D 14 A
15 A 15 A 15 A
16 D 16 C 16 D
17 C 17 D 17 C
18 A 18 D 18 C
19 B 19 B 19 D
20 D 20 D 20 A
21 A 21 A 21 A
22 D 22 D 22 D

[/su_spoiler]

Conoce todo sobre el examen SAT en España y Latinoamérica aquí!

Resuelve las demás pruebas AA Digital SAT - BlueBook App Test

Deja una respuesta

Tu dirección de correo electrónico no será publicada. Los campos obligatorios están marcados con *

Subir

Siguenos