If a company sold 20,000 units, and if the cost of the units was $100,000 plus 5 percent of the revenue obtained from sale of the units, did the company make a profit on the sale of the units?

1. The company's total revenue was greater than $112,000.
2. The revenue obtained from the sale of each unit was $6.

A total of $10,000 was invested for one year. Part of this amount earned simple annual interest at the rate of x percent per year, and the rest earned simple annual interest at the rate of y percent per year. If the total interest earned by the $10,000 for that year was $285, what is the value of x?

1. $x=\frac{12y}{11}$
2. The ratio of the amount of interest earned at the rate of x percent per year to the amount of interest earned at the rate of y percent per year was 8 to 11.

Each of the letters in the table above represents one of the numbers 3, 5, or 11, and each of these numbers occurs no more than once within any row or column, with the exception of 5, which may occur up to two times. What is the value of $d_2$?

1. $a_1{c}_2=121$
2. $c_1{d}_1{a}_{2}e=375$

The primary purpose of the passage is to

Angela and Maria each earn a different regular monthly salary. Each of them has a different percentage of that salary withheld every month by her employer. Is Angela's monthly salary after withholding greater than Maria's?

1. Angela's monthly salary after withholding is 20 percent less than her regular salary; Maria's monthly salary after withholding is 25 percent less than her regular salary.
2. Angela's monthly salary after withholding is $1000 less than her regular salary; Maria's monthly salary after withholding is $1200 less than her regular salary.

In a class of 200 students, 30 percent are enrolled in a finance course, and 40 percent are enrolled in an investments course. What percentage of the class is enrolled in neither a finance course nor an investments course?

1. 25 percent of the class is enrolled in an investments course but not in a finance course.
2. 15 percent of the class is enrolled in a finance course and also in an investments course.

In △$ABC$, if $AB=a$, $BC=b+\frac{1}{2}$ , and $AC=b$, which of the three angles of △$ABC$ has the greatest degree measure?

1. $b=a+\frac{3}{2}$
2. $a=\frac{2}{3}$

For which type of investment, A or B, is the annual rate of return greater?

1. Type A returns $120 per $1,000 invested for any one-year period and type B returns $96 per $2,400 invested for any one-year period.
2. The annual rate of return for an investment of type B is 4 percent.

Each of a company's divisions has pledged to make an equal sales contribution to an annual total revenue of $240,000. How many divisions does the company have?

(1) Each division has pledged to contribute $30,000 in sales.

(2) If 2 divisions fail to contribute, the share of each contributing division will increase by $10,000 to reach the total amount pledged originally.

In the figure above, if the area of square region B is 4, what is the area of triangular region D?

1. The area of square region C is 9.
2. The area of square region A is 13.

The table above shows the results of a survey of 100 customers of a particular company, each of whom gave a "Positive," "Negative" or "Neutral" rating of the company's product and its customer service. What was the number of customers who rated both the company's product and its service negatively?

1. Forty customers did not give any "Negative" ratings at all, whether for product or service
2. Thirty customers rated both product and service "Positive"

If x denotes a decimal, is $x\ge 0.90$?

1. When x is rounded to the nearest hundredth, the result is 0.90.
2. When x is rounded to the nearest tenth, the result is 0.9.

During a particular trip, how much time had elapsed once 90% of the total distance of the trip had been traveled?

1. The total distance of the trip was 40 miles and the total time elapsed was exactly 4 hours.
2. The average speed of the trip was exactly 10 miles per hour.

Each person in a group wrote down the number corresponding to the day of month of their birthday. Was any number written down by more than one person in the group?

1. The number of people in the group was greater than 35.
2. The number of people in the group was less than 41.

A legal service costs a dollars for the first hour of service and b dollars for each additional hour. How much does the service cost if it takes 10 hours?

1. The service costs $286 if it takes 2 hours.
2. The service costs $565 if it takes 5 hours.

Celine works 20 hours per week. If her hourly wage were to decrease by $2.50, how many more hours would she need to work per week to earn the same weekly pay as before the decrease?

1. Her weekly pay is currently $430.00.
2. A decrease of $2.15 would represent a decrease of 10 percent of her current hourly wage.

If $\lfloor n\rfloor$ indicates the greatest integer less than or equal to n, is $\lfloor n\rfloor =0$ ?

1. $\frac{1}{2}>\frac{n}{2}>-\frac{1}{2}$
2. $n<0$

If n, m, and p are distinct, five-digit positive integers and if $p=n+m$, is the thousands digit of p equal to the sum of the thousands digits of n and m?

1. The tens digit of p is equal to the sum of the tens digits of n and m.
2. The hundreds digit of p is equal to the sum of the hundreds digits of n and m.

If a is an integer, is ${25}^a+{25}^{-a}=x$?

1. $5^a+5^{-a}=\sqrt{x}$
2. $a>0$

The numbers t, u, v, w, and x are five consecutive even integers in increasing order. What is the average (arithmetic mean) of these five numbers?

1. The average (arithmetic mean) of u and v is 121.
2. $u+w=244$