Maths-
General
Easy
Question
![](data:image/png;base64,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)
Of the following, which is the most appropriate linear model for the given data?
The correct answer is: ![y equals 7 minus x](data:image/png;base64,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)
By observation we get few point (0, 7), (7, 0), (2, 5), (4, 3) and (6, 1)
Step 1:- Let ax + by = c be the appropriate linear model for data
Substitute (7, 0) in ax + by = c ⇒ c = 7a
Substitute (0, 7) in ax + by = c ⇒ c = 7b
We get c = 7a = 7b i.e b = a
Step 2:- Substitute b = a and c = 7a in equation ax + by = c
ax + ay = 7a ⇒ x + y = 7
So y = 7 - x is the Appropriate linear model for given data
Related Questions to study
Maths-
The table shows the distribution by breed and sex of dogs that received a vaccine from a veterinarian during the month of July.
![](data:image/png;base64,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)
If a male dog that received a vaccine during the month of July is selected at random, what is the probability that the dog breed is Alaskan malamute?
The table shows the distribution by breed and sex of dogs that received a vaccine from a veterinarian during the month of July.
![](data:image/png;base64,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)
If a male dog that received a vaccine during the month of July is selected at random, what is the probability that the dog breed is Alaskan malamute?
Maths-General
Maths-
Each of the three data sets represented by the three dot plots has 15 values.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719580/1/1232801/Picture31.png)
The medians of data sets A, B, and C are a, b, and c, respectively. What is the relationship between a, b, and c ?
Each of the three data sets represented by the three dot plots has 15 values.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719580/1/1232801/Picture31.png)
The medians of data sets A, B, and C are a, b, and c, respectively. What is the relationship between a, b, and c ?
Maths-General
Maths-
![left parenthesis x minus 3 right parenthesis to the power of 2 end exponent equals 81](data:image/png;base64,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)
What is the sum of the solutions to the given equation?
![left parenthesis x minus 3 right parenthesis to the power of 2 end exponent equals 81](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF0AAAARCAYAAAC/66DUAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAPUJuPDwAAAj9JREFUeNrdWNFHQ1EYvyZ7yESSSQ+RJD3M6CmZGT0kPWTsoackMpn0D/SUmEkyvfaU9JIekoxkZiaR7CkZ6aGH3ie5rqjv4zeu65y7e9c9u7v78WM752z77m/f+b7fOZrWH/gFDWKNOBWk4LeJ+R6OL48YZQhh/jkogseIDwGIs4ZY7aAHRXR+mLiPv58i3hK/IVqDeEwcsaybI1ZtvidJrCiKcZBYJH4hxhJxXLJ2mrhHrMu+LA7R/USZmCaGLXGVBGurEN+KMTzHpKIYT4kHxAHEyeXuUbL2jLiFXiNEgZjr0R3YFIztCHoPZ9YNhFcFXdBDDAdNXgjOpoRgfFPSWPcxpxqcsa+C8XnivSXDuTQNKY6Hy0rEIvpHp6I3LdvaDHYCUdP7DeKJ4oeL4ne4ri8L5sOWHcCCz7i0l3aUoYhdZv7zDzsV/cfmQ0vEI7xetGSYKr/d4q7NWqONkKocngFys/6UVIh/i864gyuoC9yEl5nUwjBxFU0q6UD0bmCCeI5SFjY5qbc2Fraj8qIh4wwH/thrRCTuICxpsCrLy5Xk+VNwXq5F50xekMzx+CVKzJoP7kV30Ej9isPJnGvLyO7hGocCzronB+XF6xraEIznEHM38SK505lFbXctuuhwNApXYBZ5BaZfBbgxZXDwCGHbvhPXXRyOVCIN4VOIrxUj1/RsJ6JruHeJmWrmleSIewFH4zUSONzoYBl/subyGkAlMrDQBmKsoOE77R19feEVKGS13r7aLeA+I9D4A5BuoovHYo32AAAAnXRFWHRNYXRoTUwAPG1hdGggeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzE5OTgvTWF0aC9NYXRoTUwiPjxtbz4oPC9tbz48bWk+eDwvbWk+PG1vPi08L21vPjxtbj4zPC9tbj48bXN1cD48bW8+KTwvbW8+PG1uPjI8L21uPjwvbXN1cD48bW8+PTwvbW8+PG1uPjgxPC9tbj48L21hdGg+tHqmuQAAAABJRU5ErkJggg==)
What is the sum of the solutions to the given equation?
Maths-General
Maths-
A school club is paid $315 for recycling
pounds of aluminum cans and p tons of paper. The equation 0.50c + 60p = 315 represents this situation. What is the interpretation of 60p in this context?
A school club is paid $315 for recycling
pounds of aluminum cans and p tons of paper. The equation 0.50c + 60p = 315 represents this situation. What is the interpretation of 60p in this context?
Maths-General
Maths-
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719581/1/1232798/Picture30.png)
An equation for the graph shown is
, where b is a constant. What is the value of b ?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719581/1/1232798/Picture30.png)
An equation for the graph shown is
, where b is a constant. What is the value of b ?
Maths-General
Maths-
A group of students participated in a study. It was determined that for each hour of experience performing a certain task, the time necessary for each student to complete the task decreased by 5%. Wendy took 30 minutes to complete the task with no experience. Which function models the amount of time T, in minutes, it will take Wendy to complete the task after x hours of experience?
A group of students participated in a study. It was determined that for each hour of experience performing a certain task, the time necessary for each student to complete the task decreased by 5%. Wendy took 30 minutes to complete the task with no experience. Which function models the amount of time T, in minutes, it will take Wendy to complete the task after x hours of experience?
Maths-General
Maths-
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719587/1/1232796/Picture29.png)
The table shows the distribution of objects in a collection by shape and color. If a triangle is selected at random, what is the probability that the selected triangle is red?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719587/1/1232796/Picture29.png)
The table shows the distribution of objects in a collection by shape and color. If a triangle is selected at random, what is the probability that the selected triangle is red?
Maths-General
Maths-
A recipe requires f cups of flour. Arnold accidentally used 50% more flour than the recipe required. How much flour did Arnold use in terms of f ?
A recipe requires f cups of flour. Arnold accidentally used 50% more flour than the recipe required. How much flour did Arnold use in terms of f ?
Maths-General
Maths-
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719585/1/1232794/Picture26.png)
Paulina has 28 books in her collection. The frequency table summarizes the number of pages in each book. If she buys a new book that has 62 pages, how will this impact the mean and median numbers of pages of the books in her collection?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719585/1/1232794/Picture26.png)
Paulina has 28 books in her collection. The frequency table summarizes the number of pages in each book. If she buys a new book that has 62 pages, how will this impact the mean and median numbers of pages of the books in her collection?
Maths-General
Maths-
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719584/1/1232793/Picture25.png)
The solution to which system of inequalities is represented by the shaded region of the graph?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719584/1/1232793/Picture25.png)
The solution to which system of inequalities is represented by the shaded region of the graph?
Maths-General
Maths-
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719583/1/1232792/Picture24.png)
Which of the following additional measurements to the triangle provides enough information to determine the length of
?
I. The length of ![stack A C with minus on top](data:image/png;base64,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)
II. The measure of ![angle A B C](data:image/png;base64,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)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719583/1/1232792/Picture24.png)
Which of the following additional measurements to the triangle provides enough information to determine the length of
?
I. The length of ![stack A C with minus on top](data:image/png;base64,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)
II. The measure of ![angle A B C](data:image/png;base64,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)
Maths-General
Maths-
Line
is defined by
. Line
is parallel to line m in the xy - plane and passes through the point (4, - 3). Which equation defines line p ?
Line
is defined by
. Line
is parallel to line m in the xy - plane and passes through the point (4, - 3). Which equation defines line p ?
Maths-General
Maths-
An analyst estimates that the cost of each of the paperback books will increase $0.50 each year after 2016. Which of the following models the cost
, in dollars, of each of the paperback books t years after 2016 ?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719594/1/1232790/Picture23.png)
A certain book is available from a publishing company in both hardcover and paperback. The table shows the revenue and cost in 2016 for each of the hardcover and paperback books produced by the company.
An analyst estimates that the cost of each of the paperback books will increase $0.50 each year after 2016. Which of the following models the cost
, in dollars, of each of the paperback books t years after 2016 ?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719594/1/1232790/Picture23.png)
A certain book is available from a publishing company in both hardcover and paperback. The table shows the revenue and cost in 2016 for each of the hardcover and paperback books produced by the company.
Maths-General
Maths-
In 2016 the total cost for 200 of the books that were sold was between $2,200 and $2,400. Which of the following could be the number of hardcover books that were sold?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719593/1/1232789/Picture22.png)
A certain book is available from a publishing company in both hardcover and paperback. The table shows the revenue and cost in 2016 for each of the hardcover and paperback books produced by the company.
In 2016 the total cost for 200 of the books that were sold was between $2,200 and $2,400. Which of the following could be the number of hardcover books that were sold?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719593/1/1232789/Picture22.png)
A certain book is available from a publishing company in both hardcover and paperback. The table shows the revenue and cost in 2016 for each of the hardcover and paperback books produced by the company.
Maths-General
Maths-
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719592/1/1232788/Picture21.png)
The table gives some values of possible lengths x, in miles, of a monorail system, and their corresponding costs to build f(x), in millions of dollars. Which of the following equations models this relationship?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/719592/1/1232788/Picture21.png)
The table gives some values of possible lengths x, in miles, of a monorail system, and their corresponding costs to build f(x), in millions of dollars. Which of the following equations models this relationship?
Maths-General