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Office Solutions employs both male and female workers who work either full time or part time. What percentage of its

Office Solutions employs both male and female workers who work either full time or part time. What percentage of its employees work part time?

1) Twenty percent of the female employees at Office Solutions work part time
2) Thirty percent of the workforce at Office Solutions is male

OA E


At a certain animal shelter, the previous annual budget for cat food was \(\$3,900\) and the current cat food budget is

At a certain animal shelter, the previous annual budget for cat food was \(\$3,900\) and the current cat food budget is \(125\) percent greater than the previous budget. What is the amount, in dollars, of the current annual cat food budget? A. \(4,680\) B. \(4,875\) C. \(8,580\) D. \(8,775\) E. \(12...


The cost of an item offered by Company \(A\) increased by \(15\) percent while the cost of that item offered by Company

The cost of an item offered by Company \(A\) increased by \(15\) percent while the cost of that item offered by Company \(B\) decreased by \(15\) percent. The reduced price of Company \(B\)'s item was what percent of the original price of Company \(A\)'s item? 1. The increased price of Company \(A\)...


At least \(15\) percent of the students registered for Professor Tyler’s course dropped out before the end of the course

At least \(15\) percent of the students registered for Professor Tyler’s course dropped out before the end of the course. The drop-out rate for Professor Quin’s course was \(20\) percent greater than that for Professor Tyler’s course. If \(120\) students remained on the last day of Professor Quin’s ...


Does Meadow Park have a greater number of amphibians than reptiles within the park’s borders?

Does Meadow Park have a greater number of amphibians than reptiles within the park’s borders?

1. The ratio of the number of amphibians to all other animals in the park is \(1{:}16\)

2. The ratio of the number of reptiles to all other animals in the park is \(2{:}31\)

OA C


For which of the following expressions would the value be less if \(350\) were replaced by \(347?\)

For which of the following expressions would the value be less if \(350\) were replaced by \(347?\)

I. \(2,500-350\)

II. \(\dfrac{1}{350}\)

III. \(\dfrac{1}{1+\frac{1}{350}}\)

A) None
B) II only
C) III only
D) I and III
E) II and III

OA C


The temperature was mesured once daily for \(400\) days. On \(76\%\) of these days, the temperature was less than or

The temperature was measured once daily for \(400\) days. On \(76\%\) of these days, the temperature was less than or equal to \(141.3\) degrees. Was the median temperature lower than \(100\) degrees? 1. \(60\%\) of the days on which the temperature was greater than or equal to \(100\) degrees had a...


One inch equals \(2.54 \text{ cm.}\) How many centimeters tall is a \(76\) inch man?

One inch equals \(2.54 \text{ cm.}\) How many centimeters tall is a \(76\) inch man?

A. \(20 \text{ cm}\)
B. \(29.92 \text{ cm}\)
C. \(193.04 \text{ cm}\)
D. \(300.04 \text{ cm}\)
E. \(593.04 \text{ cm}\)

OA C


Which is larger, the sum of the roots of equation \(A\) or the sum of the roots of equation \(B?\)

\(A: x^2 + 6x - 40 = 0\)
\(B: x^2 + kx + j = 0\)

Which is larger, the sum of the roots of equation \(A\) or the sum of the roots of equation \(B?\)

1) \(j = k\)

2) \(k\) is negative

OA B


A monument is made by stacking identical rectangular blocks of marble, each measuring \(2\) feet by \(3\) feet by \(1\)

A monument is made by stacking identical rectangular blocks of marble, each measuring \(2\) feet by \(3\) feet by \(1\) foot, into a large rectangular solid. If all the blocks are aligned in the same direction, how many blocks high is the monument? 1) The length of the monument is \(12\) feet and th...


If \(P\) is the perimeter of an equilateral triangle, which of the following represents the height of the triangle?

If \(P\) is the perimeter of an equilateral triangle, which of the following represents the height of the triangle?

A. \(\dfrac{P}{3}\)

B. \((P\sqrt{3})/3\)

C. \(\dfrac{P}{4}\)

D. \((P\sqrt{3})/6\)

E. \(\dfrac{P}{6}\)

OA D


In how many ways can \(4\) students out of \(n\) students be selected to represent the school in a competition?

In how many ways can \(4\) students out of \(n\) students be selected to represent the school in a competition? 1) If there were \(3\) more students, number of ways of selecting \(4\) students would be \(840\) 2) If there were \(3\) less students, number of ways of selecting \(4\) students would be ...


Bowls \(X\) and \(Y\) each contained exactly \(2\) jelly beans, each of which was either red or black. One of the jelly

Bowls \(X\) and \(Y\) each contained exactly \(2\) jelly beans, each of which was either red or black. One of the jelly beans in bowl \(X\) was exchanged with one of the jelly beans in bowl \(Y.\) After the exchange, were both of the jelly beans in bowl \(X\) black? 1) Before the exchange, bowl \(X\...


Let \(n\) be the number of different \(5\) digit numbers, divisible by \(4\) with the digits \(1, 2, 3, 4, 5\) and

Let \(n\) be the number of different \(5\) digit numbers, divisible by \(4\) with the digits \(1, 2, 3, 4, 5\) and \(6,\) no digit being repeated in the numbers. What is the value of \(n?\)

A. \(144\)
B. \(168\)
C. \(192\)
D. \(196\)
E. \(198\)

OA C


­Simon has \(P\) different toys in a bag. If he discards \(Q\) toys, then in how many ways he can select \(8\) toys from

­Simon has \(P\) different toys in a bag. If he discards \(Q\) toys, then in how many ways he can select \(8\) toys from the remaining toys in the bag?

1) If Simon had discarded \(3\) more toys from the bag, he could have made \(495\) selections

2) \(P = Q + 15\)

OA D