Maths-
SAT
Easy
Question
x2 +bx+ 16 - 0
In the quadratic equation shown, b is a constant. For what values of b does the equation have only one solution?
- -4 only
- -8 only
- -4 and 4
- -8 and 8
The correct answer is: -8 and 8
x2 + bx + 16 = 0
To have quadratic equation one and only one solution,
The value must be ±2![square root of c over a end root](data:image/png;base64,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)
= ±2
= ±2
= ±2(4)
= ±8
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maths-
![](data:image/png;base64,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)
For her job, Natasha spent a total of n minutes processing ID card applications and driver's license applications. It takes Natasha 15 minutes to process an ID card application and 20 minutes to process a driver's license application. The graph above represents all possible combinations for the number of ID card applications and the number of driver's license applications that Natasha could have processed in the n minutes. What is the value of n?
![](data:image/png;base64,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)
For her job, Natasha spent a total of n minutes processing ID card applications and driver's license applications. It takes Natasha 15 minutes to process an ID card application and 20 minutes to process a driver's license application. The graph above represents all possible combinations for the number of ID card applications and the number of driver's license applications that Natasha could have processed in the n minutes. What is the value of n?
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![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/487290/1/951813/image%201.PNG)
The table above shows the distribution of the number of extracurricular activities that students at a middle school participate in. If the number of students who participate in two extracurricular activities is 120 more than the number of students who participate in one extracurricular activity, what is the total number of students who attend the middle school?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/487290/1/951813/image%201.PNG)
The table above shows the distribution of the number of extracurricular activities that students at a middle school participate in. If the number of students who participate in two extracurricular activities is 120 more than the number of students who participate in one extracurricular activity, what is the total number of students who attend the middle school?
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The table lists selected values of Sam's walking speed, in kilometers per hour (km/h), and his corresponding pulse, in beats per minute (bpm). There is a linear relationship between Sam's speed, x, and his pulse, f(x). Which of the following equations describes f (x)?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/487280/1/951719/image%201.PNG)
The table lists selected values of Sam's walking speed, in kilometers per hour (km/h), and his corresponding pulse, in beats per minute (bpm). There is a linear relationship between Sam's speed, x, and his pulse, f(x). Which of the following equations describes f (x)?
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![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/487279/1/951699/image%202.PNG)
The box plot summarizes the data for the annual cost of automobile insurance for automobile owners in a certain US city. Which of the following could be the median annual cost of automobile insurance for automobile owners in this city?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/487279/1/951699/image%202.PNG)
The box plot summarizes the data for the annual cost of automobile insurance for automobile owners in a certain US city. Which of the following could be the median annual cost of automobile insurance for automobile owners in this city?
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American marsupials and Australian marsupials are two primary groups of marsupials. The table shows the number of species in each order of living marsupial, by group.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/487268/1/951647/image%202.PNG)
Based on the table, what fraction of the Australian marsupial species are from the order Peramelemorphia?
American marsupials and Australian marsupials are two primary groups of marsupials. The table shows the number of species in each order of living marsupial, by group.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/487268/1/951647/image%202.PNG)
Based on the table, what fraction of the Australian marsupial species are from the order Peramelemorphia?
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The line graph shows the number of space shuttle launches by the United States from 1981 through 1986.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/487267/1/951627/image%201.PNG)
During which year of this time period was the number of space shuttle launches the greatest?
The line graph shows the number of space shuttle launches by the United States from 1981 through 1986.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/487267/1/951627/image%201.PNG)
During which year of this time period was the number of space shuttle launches the greatest?
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The half-life of a certain substance in an aquatic environment is about 150 years. Which of the following exponential functions best models the amount A(t), in grams, of the substance t years after 200 grams of the substance is applied to the aquatic environment? (The half-life is the length of time needed for an amount of the substance to decrease to one-half of that amount.)
The half-life of a certain substance in an aquatic environment is about 150 years. Which of the following exponential functions best models the amount A(t), in grams, of the substance t years after 200 grams of the substance is applied to the aquatic environment? (The half-life is the length of time needed for an amount of the substance to decrease to one-half of that amount.)
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![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/597733/1/951304/image%201.PNG)
The table gives some values of x and the corresponding values of f(x) for polynomial function f. Which of the following could be the graph of f in the xy-plane, where y = f(x) ?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/597733/1/951304/image%201.PNG)
The table gives some values of x and the corresponding values of f(x) for polynomial function f. Which of the following could be the graph of f in the xy-plane, where y = f(x) ?
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