Question
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The Townsend Realty Group invested in the five different properties listed in the table above. The table shows the amount, in dollars, the company paid for each property and the corresponding monthly rental price, in dollars, the company charges for the property at each of the five locations.
Townsend Realty purchased the Glenview Street property and received a 40% discount off the original price along with an additional 20% off the discounted price for purchasing the property in cash. Which of the following best approximates the original price, in dollars, of the Glenview Street property?
- $350,000
- $291,700
- $233,300
- $175,000
The correct answer is: $291,700
- For solving the above question,
Let x be the original price, in dollars, of the Glenview Street property.
- After the 40% discount, the price of the property became 0.6x dollars
- And after the additional 20% off the discounted price, the price of the property became 0.8(0.6x).
- Thus, in terms of the original price of the property, x, the purchase price of the property is 0.48x.
- It follows that
0.48x = 140,000.
Solving this equation for x gives
x = 291,666.6 .
- Therefore, of the given choices, $291,700 best approximates the original price of the Glenview Street property.
- Option A is incorrect because it is the result of dividing the purchase price of the property by 0.4, as though the purchase price were 40% of the original price.
- Option C is incorrect because it is the closest to dividing the purchase price of the property by 0.6, as though the purchase price were 60% of the original price.
- Option D is incorrect because it is the result of dividing the purchase price of the property by 0.8, as though the purchase price were 80% of the original price.
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)
The Townsend Realty Group invested in the five different properties listed in the table above. The table shows the amount, in dollars, the company paid for each property and the corresponding monthly rental price, in dollars, the company charges for the property at each of the five locations.
The relationship between the monthly rental price r, in dollars, and the property’s purchase price p, in thousands of dollars, can be represented by a linear function. Which of the following functions represents the relationship?
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)
The Townsend Realty Group invested in the five different properties listed in the table above. The table shows the amount, in dollars, the company paid for each property and the corresponding monthly rental price, in dollars, the company charges for the property at each of the five locations.
The relationship between the monthly rental price r, in dollars, and the property’s purchase price p, in thousands of dollars, can be represented by a linear function. Which of the following functions represents the relationship?
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)
In a survey, 607 general surgeons and orthopedic surgeons indicated their major professional activity. The results are summarized in the table above. If one
of the surgeons is selected at random, which of the following is closest to the probability that the selected surgeon is an orthopedic surgeon whose indicated
professional activity is research?
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)
In a survey, 607 general surgeons and orthopedic surgeons indicated their major professional activity. The results are summarized in the table above. If one
of the surgeons is selected at random, which of the following is closest to the probability that the selected surgeon is an orthopedic surgeon whose indicated
professional activity is research?
![1 half left parenthesis 2 x plus y right parenthesis equals 21 over 2](data:image/png;base64,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)
![y equals 2 x](data:image/png;base64,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)
The system of equations above has solution (x, y). What is the value of x ?
![1 half left parenthesis 2 x plus y right parenthesis equals 21 over 2](data:image/png;base64,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)
![y equals 2 x](data:image/png;base64,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)
The system of equations above has solution (x, y). What is the value of x ?
In State X, Mr. Camp’s eighth-grade class consisting of 26 students was surveyed and 34.6 percent of the students reported that they had at least two siblings. The average eighth‑grade class size in the state is 26. If the students in Mr. Camp’s class are representative of students in the state’s eighth-grade classes and there are 1,800 eighth-grade classes in the state, which of the following best estimates the number of eighth‑grade students in the state who have fewer than two siblings?
In State X, Mr. Camp’s eighth-grade class consisting of 26 students was surveyed and 34.6 percent of the students reported that they had at least two siblings. The average eighth‑grade class size in the state is 26. If the students in Mr. Camp’s class are representative of students in the state’s eighth-grade classes and there are 1,800 eighth-grade classes in the state, which of the following best estimates the number of eighth‑grade students in the state who have fewer than two siblings?
Which of the following is equivalent to the sum of the expressions a2 - 1 and a + 1 ?
Which of the following is equivalent to the sum of the expressions a2 - 1 and a + 1 ?
Horsepower and watts are units of measure of power. They are directly proportional such that 5 horsepower is equal to 3730 watts. How much power, in watts, is equal to 2 horsepower?
Horsepower and watts are units of measure of power. They are directly proportional such that 5 horsepower is equal to 3730 watts. How much power, in watts, is equal to 2 horsepower?
2(p + 1) + 8(p - 1) = 5p
What value of p is the solution of the equation above?
2(p + 1) + 8(p - 1) = 5p
What value of p is the solution of the equation above?
![fraction numerator a minus b over denominator a end fraction equals c](data:image/png;base64,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)
In the equation above, if a is negative and b is positive, which of the following must be true?
![fraction numerator a minus b over denominator a end fraction equals c](data:image/png;base64,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)
In the equation above, if a is negative and b is positive, which of the following must be true?
![square root of k plus 2 end root minus x equals 0](data:image/png;base64,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)
In the equation above, k is a constant. If x = 9, what is the value of K ?
![square root of k plus 2 end root minus x equals 0](data:image/png;base64,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)
In the equation above, k is a constant. If x = 9, what is the value of K ?
![square root of x plus 28 end root minus 2 square root of x plus 1 end root equals 0](data:image/png;base64,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)
What value of x satisfies the equation above?
Note:
Whenever we encounter a square root while solving an equation, our first attempt should be to somehow remove the square root by squaring both sides and get a simpler equation to solve. Another way to find the value of x which satisfies the equation would be to simply put the values in the options in the equation and check if it is satisfied
![square root of x plus 28 end root minus 2 square root of x plus 1 end root equals 0](data:image/png;base64,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)
What value of x satisfies the equation above?
Note:
Whenever we encounter a square root while solving an equation, our first attempt should be to somehow remove the square root by squaring both sides and get a simpler equation to solve. Another way to find the value of x which satisfies the equation would be to simply put the values in the options in the equation and check if it is satisfied