Math SAT 1
Module 1
1

The graph of a system of a linear equation and a nonlinear equation is shown. What is the solution (x, y) to this system?

Đáp án và giải thích

Choice C is correct. The solution to the system of two equations corresponds to the point where the graphs of the equations intersect. The graphs of the linear equation and the nonlinear equation shown intersect at the point (4,5) . Thus, the solution to the system is (4,5) .

Choice A is incorrect and may result from conceptual or calculation errors.

Choice B is incorrect and may result from conceptual or calculation errors.

Choice D is incorrect and may result from conceptual or calculation errors.

2

On the first day of a semester, a film club has 90 members. Each day after the first day of the semester, 10 new members join the film club. If no members leave the film club, how many total members will the film club have 4 days after the first day of the semester?

Đáp án và giải thích

Choice B is correct. It’s given that the film club has 90 members on the first day of a semester, and 10 new members join the film club each day after the first day of the semester. This means that after 4 days, 4 x 10, or 40, new members will have joined the club. Adding 40 members to the original 90 club members yields 130 members. Thus, the film club will have 130 total members 4 days after the first day of the semester. 

Choice A is incorrect. This is the number of members that will have joined the film club 4 days after the first day of the semester if 100 new members, not 10, join the film club each day. Choice C is incorrect. This is the number of members the film club will have 4 days after the first day of the semester if 1 new member, not 10, joins the film club each day. Choice D is incorrect. This is the number of members the film club has on the first day of the semester. 

3

The graph of the linear function f is shown, where y = f(x). What is the y intercept of the graph of f ? 

Câu hỏi SAT 1 module 1 - 3

Đáp án và giải thích

Choice D is correct. The y-intercept of a graph is the point where the graph intersects the y-axis. The graph of function f shown intersects the y-axis at the point (0,8). Therefore, the y-intercept of the graph of f is (0,8). 

Choice A is incorrect. This is the point where the x-axis, not the graph of f, intersects the y-axis. Choice B is incorrect and may result from conceptual or calculation errors. Choice C is incorrect and may result from conceptual or calculation errors. 

4

s + 7r = 27 

r = 3 

What is the solution (r, s) to the given system of equations? 

Đáp án và giải thích

Choice B is correct. The second equation in the given system is r=3. Substituting 3 for r in the first equation in the given system yields s+7(3)=27, or s+21 = 27. Subtracting 21 from both sides of this equation yields s=6. 

Therefore, the solution (r, s) to the given system of equations is (3, 6). Choice A is incorrect. This is the solution (s,r) , not (r, s) , to the given system of equations. Choice C is incorrect and may result from conceptual or calculation errors. Choice D is incorrect and may result from conceptual or calculation errors. 

5

The table shows selected values from function f. 

Câu hỏi SAT 1 module 1 - 5

Which of the following is the best description of function f ? 

Đáp án và giải thích

Choice B is correct. The given values show that as x increases, f(x) also increases, which means that f is an increasing function. Furthermore, f(x) increases at a constant rate of 1 for each increase of x by 1. A function with a constant rate of change is linear. Thus, the function f can be described as an increasing linear function. 

Choice A is incorrect. For a decreasing linear function, as x increases, f(x) decreases rather than increases. Choice C is incorrect. For a decreasing exponential function, for each increase of x by 1, f(x) decreases by a fixed percentage rather than increases at a constant rate. Choice D is incorrect. For an increasing exponential function, for each increase of x by 1, f(x) increases by a fixed percentage rather than at a constant rate. 

6

The graph of a system of linear equations is shown. 

The solution to the system is (x, y). What is the value of x ? 

Câu hỏi SAT 1 module 1 - 6

Đáp án và giải thích

The correct answer is 4. A solution to a system of equations must satisfy each  equation in the system. It follows that if (x,y), is a solution to the system, the point (x,y), lies on the graph in the xy-plane of each equation in the system. According to the graph, the point (x,y), that lies on the graph of each equation in the system is (4,1) . Therefore, the solution to the system is (4,1) . It follows that the value of x is 4. 

7

23, 27, 29, 32, 35, 36, 52 

What is the range of the 7 scores shown? 

Đáp án và giải thích

The correct answer is 29. The range of a data set is the difference between its maximum value and its minimum value. For the data set shown, the maximum score is 52 and the minimum score is 23. The difference between those scores is 52-23, or 29. Therefore, the range of the 7 scores shown is 29.  

8

In the figure, line m is parallel to line n, and line k intersects both lines. Which of the following statements is true? 

Đáp án và giải thích

Choice C is correct. Vertical angles, or angles that are opposite each other when two lines intersect, are congruent. It’s given that line k intersects line n. Based on the figure, the angle with measure x° and the angle with measure 145° are vertical angles. Therefore, the value of x is equal to 145. 

Choice A is incorrect and may result from conceptual or calculation errors. 

Choice B is incorrect and may result from conceptual or calculation errors. 

Choice D is incorrect and may result from conceptual or calculation errors. 

9

The equation x + y = 1,440 represents the number of minutes of daylight (between sunrise and sunset), x, and the number of minutes of non-daylight, y, on  a particular day in Oak Park, Illinois. If this day has 670 minutes of daylight, how many minutes of non-daylight does it have?

Đáp án và giải thích

Choice B is correct. It’s given that the equation x+y =1,440 represents the number of minutes of daylight, x, and the number of minutes of non-daylight, y,  on a particular day in Oak Park, Illinois. It’s also given that this day has 670 minutes of daylight. Substituting 670 for x in the equation x+y =1,440 yields 670 + y = 1,440. Subtracting 670 from both sides of this equation yields y=770. Therefore, this day has 770 minutes of non-daylight. 

Choice A is incorrect. This is the number of minutes of daylight, not non-daylight, on this day. Choice C is incorrect and may result from conceptual or calculation rrors. Choice D is incorrect. This is the total number of minutes of daylight and non-daylight. 

10

Scott selected 20 employees at random from all 400 employees at a company. He found that 16 of  the employees in this sample are enrolled in exactly three professional development courses this year. 

Based on Scott’s findings, which of the following is the best estimate of the number of employees at the company who are enrolled in exactly three professional development courses this year? 

Đáp án và giải thích

Giải câu hỏi SAT 1 module 1 - 10

11

If 4x − 28 = −24, what is the value of x − 7 ? 

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 1 - 11

12

For a snowstorm in a certain town, the minimum rate of snowfall recorded was 0.6 inches per hour, and the maximum rate of snowfall recorded was 1.8 inches per hour. Which inequality is true for all values of s, where s represents a rate of snowfall, in inches per hour, recorded for this snowstorm? 

 

Đáp án và giải thích

Choice D is correct. It’s given that for a snowstorm in a certain town, the minimum rate of snowfall recorded was 0.6 inches per hour, the maximum rate of snowfall recorded was 1.8 inches per hour, and s represents a rate of snowfall, in inches per hour, recorded for this snowstorm. It follows that the inequality 0.6 ≤s≤ 1.8 is true for all values of s. 

Choice A is incorrect and may result from conceptual or calculation errors. 

Choice B is incorrect and may result from conceptual or calculation errors. 

Choice C is incorrect and may result from conceptual or calculation errors. 

13

y=4x

\tag{hi} y=x^{x}-12

A solution to the given system of equations is (x, y), 

where x > 0. What is the value of x ? 

Đáp án và giải thích

Giải câu hỏi SAT 1 module 1 - 13

14

A store sells two different-sized containers of blueberries. The store’s sales of these blueberries totaled 896.86 dollars last month. The equation 4.51x + 6.07y = 896.86 represents this situation, where x is the number of smaller containers sold and y is the number of larger containers sold. 

According to the equation, what is the price, in dollars, of each smaller container? 

Đáp án và giải thích

The correct answer is 4.51. It’s given that the equation 44.51x+ 6.07y = 896.86 represents this situation, where x is the number of smaller containers sold, y is the number of larger containers sold, and 896.86 is the store’s total sales, in dollars, of blueberries last month. Therefore, 4.51x represents the store’s sales, in dollars, of smaller containers, and 6.07x represents the store’s sales, in dollars, of larger containers. Since x is the number of smaller containers sold, the price, in dollars, of each smaller container is 4.51. 

15

A right circular cylinder has a base diameter of 22 centimeters and a height of 6 centimeters. What is the volume, in cubic centimeters, of the cylinder? 

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 1 - 16

16

Câu hỏi SAT 1 module 1 - 16

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 1 - 16

17

At a particular track meet, the ratio of coaches to athletes is 1 to 26. If there are x coaches at the track meet, which of the following expressions represents the number of athletes at the track meet? 

Câu hỏi SAT 1 module 1 - 17

Đáp án và giải thích

Choice B is correct. It’s given that at a particular track meet, the ratio of coaches to athletes is 1 to 26. If one number in a ratio is multiplied by a value, the other number must be multiplied by the same value in order to maintain the same ratio. 

If there are x coaches at the track meet, multiplying both numbers in the ratio by x yields 1(x) to 26(x) , or x to 26x. Therefore, the expression 26x represents the number of athletes at the track meet. 

Choice A is incorrect and may result from conceptual or calculation errors. 

Choice C is incorrect and may result from conceptual or calculation errors. 

Choice D is incorrect and may result from conceptual or calculation errors. 

18

Kaylani used fabric measuring 5 yards in length to make each suit for a men’s choir. The relationship between the number of suits that Kaylani made, x, and the total length of fabric that she purchased y, in yards, is represented by the equation y − 5x = 6. 

What is the best interpretation of 6 in this context? 

Đáp án và giải thích

Choice D is correct. It’s given that the equation y-5x=6 represents the relationship between the number of suits that Kaylani made, x, and the total length of fabric she purchased, y, in yards. Adding 5x to both sides of the given equation yields y=5x+6. Since Kaylani made x suits and used 5 yards of fabric to make each suit, the expression 5x represents the total amount of fabric she used to make the suits. Since y represents the total length of fabric Kaylani purchased, in yards, it follows from the equation y=5x+6 that Kaylani purchased 5x yards of fabric to make the suits, plus an additional 6 yards of fabric. 

Therefore, the best interpretation of 6 in this context is that Kaylani purchased 6 yards more fabric than she used to make the suits. 

Choice A is incorrect. Kaylani made a total of x suits, not 6 suits. Choice B is incorrect. Kaylani purchased a total of y yards of fabric, not a total of 6 yards of fabric. Choice C is incorrect. Kaylani used a total of 5x yards of fabric to make the suits, not a total of 6 yards of fabric. 

19

Câu hỏi SAT 1 module 1 - 19

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 1 - 19

20

Câu hỏi SAT 1 module 1 - 20

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 1 - 20

21

The function g is defined by g(x) = (x + 14)(t − x), where t is a constant. In the xy-plane, the graph of y = g(x) passes through the point (24, 0). What is the value of g(0) ? 

Đáp án và giải thích

The correct answer is 336. By the zero product property, if (x+14)(t-x)=0, then x+14=0, which gives x=-14, or (t-x)=0, which gives x=t. Therefore, 9(x)=0 when x=-14 and when x=t. Since the graph of y=g(x) passes through the point (24,0) , it follows that g(24)=0, so t=24. Substituting 24 for t in the equation g(x)=(x+14)(t-x) yields g(x)=(x+14)(24-x). The value of g(0) can be calculated by substituting 0 for x in this equation, which yields g(0)=(0+14)(24-0), or g(0)=336. 

22

Câu hỏi SAT 1 module 1 -  22

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 1 - 22

23

A right rectangular prism has a height of 9 inches. The length of the prism’s base is x inches, which is 7 inches more than the width of the prism’s base. Which function V gives the volume of the prism, in cubic inches, in terms of the length of the prism’s base? 

Đáp án và giải thích

Choice D is correct. The volume of a right rectangular prism can be represented by a function V that gives the volume of the prism, in cubic inches, in terms of the length of the prism’s base. The volume of a right rectangular prism is equal to the area of its base times its height. It’s given that the length of the prism’s base is x inches, which is 7 inches more than the width of the prism’s base. This means that the width of the prism’s base is x-7 inches. It follows that the area of the prism’s base, in square inches, is x(x-7) and the volume, in cubic inches, of the prism is x(x-7)(9). Thus, the function V that gives the volume of this right rectangular prism, in cubic inches, in terms of the length of the prism’s base, x, is V(x)=9x(x-7) . 

Choice A is incorrect. This function would give the volume of the prism if the height were 9 inches more than the length of its base and the width of the base were 7 inches more than its length. Choice B is incorrect. This function would give the volume of the prism if the height were 9 inches more than the length of its base. Choice C is incorrect. This function would give the volume of the prism if the width of the base were 7 inches more than its length, rather than the length of the base being 7 inches more than its width. 

24

Câu hỏi SAT 1 module 1 - 24

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 1 - 24

25

The result of increasing the quantity x by 400% is 60. What is the value of x ? 

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 1 - 25

26

Câu hỏi SAT 1 module 1 - 26

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 1 - 26

27

Câu hỏi SAT 1 module 1 - 27

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 1 - 27

Module 2
28

What is 20% of 440?

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 1

29

Argon is placed inside a container with a constant  volume. The graph shows the estimated pressure y, in pounds per square inch (psi), of the argon when its temperature is x kelvins. 

Câu hỏi SAT 1 module 2 - 2

What is the estimated pressure of the argon, in psi, when the temperature is 600 kelvins? 

Đáp án và giải thích

Choice B is correct. For the graph shown, the x-axis represents temperature, in kelvins, and the y-axis represents the estimated pressure, in pounds per square inch (psi). The estimated pressure of the argon when the temperature is 600 kelvins can be found by locating the point on the graph where the value of x is equal to 600. The graph passes through the point (600,12). This means that when the temperature is 600 kelvins, the estimated pressure is 12 psi. 

Choice A is incorrect. This is the estimated pressure, in psi, of the argon when the temperature is 300 kelvins, not 600 kelvins. Choice C is incorrect and may result from conceptual or calculation errors. Choice D is incorrect. This is the temperature, in kelvins, of the argon. 

30

The function f is defined by f(x) = 4x − 3. What is the value of f(10) ? 

Đáp án và giải thích

Choice B is correct. It’s given that the function f is defined by f(x)=4x-3. Substituting 10 for x in the given function yields f(10)=4(10)-3, which is equivalent to  f(10)=40-3, or f(10)=37. Therefore, the value of f(10) is 37. 

Choice A is incorrect and may result from conceptual or calculation errors. Choice C is incorrect. This is the value of f(10) for the function f(x)=4x, not f(x)= -4x-3 . Choice D is incorrect. This is the value of f(10) for the function f(x)= 4x+3 , not f(x)=4x-3. 

31

Câu hỏi SAT 1 module 2 - 4

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 4

32

A veterinarian recommends that each day a certain rabbit should eat 25 calories per pound of the rabbit’s weight, plus an additional 11 calories. Which equation represents this situation, where c is the total number of calories the veterinarian recommends the rabbit should eat each day if the rabbit’s weight is x pounds? 

Đáp án và giải thích

Choice D is correct. It’s given that a veterinarian recommends that each day the rabbit should eat 25 calories per pound of the rabbit’s weight, plus an additional 11 calories. If the rabbit’s weight is x pounds, then multiplying 25 calories per pound by the rabbit’s weight, x pounds, yields 25x calories. Adding the additional 11 calories that the rabbit should eat each day yields 25x+11 calories. It’s given that c is the total number of calories the veterinarian recommends the rabbit should eat each day if the rabbit’s weight is x pounds. Therefore, this situation can be represented by the equation c=25x+11. 

Choice A is incorrect. This equation represents a situation where a veterinarian recommends that each day the rabbit should eat 25 calories per pound of the rabbit’s weight. Choice B is incorrect. This equation represents a situation where a veterinarian recommends that each day the rabbit should eat 25+11, or 36, calories per pound of the rabbit’s weight. Choice C is incorrect. This equation  represents a situation where a veterinarian recommends that each day the rabbit should eat 11 calories per pound of the rabbit’s weight, plus an additional 25 calories. 

33

If 6n = 12, what is the value of n + 4 ? 

Đáp án và giải thích

The correct answer is 6. Dividing both sides of the equation 6n= 12 by 6 yields n=2. Substituting 2 for n in the expression n+4 yields 2+4 , or 6. 

34

(d − 30)(d + 30) − 7 = −7 

What is a solution to the given equation? 

Đáp án và giải thích

The correct answer is either -30 or 30. Adding 7 to each side of the given equation yields (d-30)(d+30). Since a product of two factors is equal to 0 if and only if at least one of the factors is 0, either d-30=0 or d+30=0. Adding 30 to each side of the equation d-30=0 yields d=30. Subtracting 30 from each side of the equation d+30=0 yields d=-30. Therefore, the solutions to the given equation are -30 and 30. Note that -30 and 30 are examples of ways to enter a correct answer. 

35

Line r in the xy-plane has a slope of 4 and passes through the point (0, 6). Which equation defines line r ? 

Đáp án và giải thích

Choice D is correct. A line in the xy-plane with a slope of m and a y-intercept of  (0,b) can be defined by an equation in the form y=mx+b. It’s given that line r has a slope of 4 and passes through the point (0,6) . It follows that m=4 and b=6. Substituting 4 for m and 6 for b in the equation y=mx+b yields y=4x+6. Therefore, the equation y=4x+6 defines line r.   

Choice A is incorrect. This equation defines a line that has a slope of -6, not 4, and passes through the point (0,4) , not (0,6) . Choice B is incorrect. This equation defines a line that has a slope of 6, not 4, and passes through the point (0,4), not (0,6). Choice C is incorrect. This equation defines a line that passes through the point (0,-6), not (0,6) . 

36

Câu hỏi SAT 1 module 2 - 9

A competitive diver dives from a platform into the water. The graph shown gives the height above the water y, in meters, of the diver x seconds after diving from the platform. What is the best interpretation of the x-intercept of the graph? 

Đáp án và giải thích

Choice B is correct. It’s given that the graph shows the height above the water y, in meters, of a diver x seconds after diving from a platform. The x-intercept of a graph is the point at which the graph intersects the x-axis, or when the value of y is 0. The graph shown intersects the x-axis between x=1 and x=2. In other words, the diver is 0 meters above the water, or hits the water, between 1 and 2 seconds after diving from the platform. Of the given choices, only choice B includes an interpretation where the diver hits the water between 1 and 2 seconds. Therefore, the best interpretation of the x-intercept of the graph is the diver hits the water at 1 6. seconds. 

Choice A is incorrect and may result from conceptual errors. Choice C is incorrect. This is the best interpretation of the maximum value, not the x-intercept, of the graph. Choice D is incorrect and may result from conceptual errors. 

37

Câu hỏi SAT 1 module 2 - 10

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 10

38

The scatterplot shows the relationship between two variables x and y. A line of best fit for the data is also shown. 

Câu hỏi SAT 1 module 2 - 11

For how many of the 10 data points is the actual y-value greater than the y-value predicted by the line of best fit? 

Đáp án và giải thích

Choice C is correct. Any data point that’s located above the line of best fit has a  y-value that’s greater than the y-value predicted by the line of best fit. For the scatterplot shown, 6 of the data points are above the line of best fit. Therefore, 6  of the data points have an actual y-value that’s greater than the y-value predicted by the line of best fit. 

Choice A is incorrect and may result from conceptual or calculation errors. Choice B is incorrect. This is the number of data points that have an actual y-value that’s less than the y-value predicted by the line of best fit. Choice D is incorrect and may result from conceptual or calculation errors. 

39

At a movie theater, there are a total of 350 customers. Each customer is located in either theater A, theater B, or theater C. If one of these customers is selected at random, the probability of selecting a customer who is located in theater A is 0.48, and the probability of selecting a customer who is located in  theater B is 0.24. How many customers are located in theater C? 

Đáp án và giải thích

Choice D is correct. It’s given that at a movie theater, there are a total of 350 customers and that each customer is located in either theater A, theater B, or theater C. If the probability of selecting a customer in theater A is 0.48, then (0.48)(350) , or 168, customers are located in theater A. If the probability of selecting a customer in theater B is 0.24, then (0.24)(350) , or 84, customers are located in theater B. It follows that there are 168+84, or 252, customers in theater A and theater B. Therefore, there are 350-252, or 98, customers in theater C. 

Choice A is incorrect. This is the percent, not the number, of the customers that are located in theater C. Choice B is incorrect and may result from conceptual or calculation errors. Choice C is incorrect. This is the number of customers that are located in theater B, not theater C. 

40

Câu hỏi SAT 1 module 2 - 13

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 13

41

The length of each edge of a box is 29 inches. Each side of the box is in the shape of a square. The box does not have a lid. What is the exterior surface area, in square inches, of this box without a lid? 

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 14

42

Five Eretmochelys imbricata, a type of sea turtle, each have a nest. The table shows an original data set of the number of eggs that each turtle laid in its nest. 

Câu hỏi SAT 1 module 2 - 15

A sixth nest with 121 eggs is added to create a new data set. Which of the following correctly compares the means of the two data sets? 

Đáp án và giải thích

Choice A is correct. It’s given that the table shows an original data set of 5 values. It’s also given that a sixth value is added to create a new data set. The new data set consists of the 5 values in the original data set and one additional value, 121. Since the additional value, 121, is less than any value in the original data set, the mean of the original data set is greater than the mean of the new data set. 

Choice B is incorrect and may result from conceptual or calculation errors. 

Choice C is incorrect and may result from conceptual or calculation errors. 

Choice D is incorrect and may result from conceptual or calculation errors. 

43

Câu hỏi SAT 1 module 2 - 16

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 16

44

Câu hỏi SAT 1 module 2 - 17

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 17

45

Câu hỏi SAT 1 module 2 - 18

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 18

46

Câu hỏi SAT 1 module 2 - 19

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 19

47

5y = 10x + 11 

−5y = 5x − 21 

The solution to the given system of equations is (x, y). What is the value of 30x ? 

Đáp án và giải thích

The correct answer is 20. Adding the first equation to the second equation in the given system yields 5y-5y =10x+5x+11-21, or 0=15x-10. Adding 10 to both sides of this equation yields 10=15x. Multiplying both sides of this equation by 2 yields 20=30x. Therefore, the value of 30x is 20. 

48

Câu hỏi SAT 1 module 2 - 21

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 21

49

Rectangles ABCD and EFGH are similar. The length of each side of EFGH is 6 times the length of the corresponding side of ABCD. The area of ABCD is 54 square units. What is the area, in square units, of EFGH? 

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 -22

50

Câu hỏi SAT 1 module 2 - 23

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 23

51

Câu hỏi SAT 1 module 2 - 24

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 24

52

Câu hỏi SAT 1 module 2 - 25

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 25

53

Câu hỏi SAT 1 module 2 - 26

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 26

54

For an electric field passing through a flat surface perpendicular to it, the electric flux of the electric field through the surface is the product of the electric field’s strength and the area of the surface. A certain flat surface consists of two adjacent squares, where the side length, in meters, of the larger square is 3 times the side length, in meters, of the smaller square. An electric field with strength 29.00 volts per meter passes uniformly through this surface, which is perpendicular to the electric field. If the total electric flux of the electric field through this surface is 4,640 volts · meters, what is the electric flux, in volts · meters, of the electric field through the larger square? 

Đáp án và giải thích

Đáp án câu hỏi SAT 1 module 2 - 27

Designed and built with all the love in the world by the IMAP TECH
Bảng câu hỏi
📝