If I added -5 to each coordinate point (-2 3), what would be my new coordinates?

• A) (-7, -2)
• B) (10, -15)
• C) (3, 2)
• D) (7, 2)

Which type of sequence multiplies by a constant to get the next term?

• A) Harmonic
• B) Geometric
• C) Fibonacci
• D) Arithmetic

Determine the slope of the line that passes through (2, 2) and (5, 8).

• A) 10/7
• B) 1/2
• C) -2
• D) 2

How many distinct permutations are possible with the letters in “LEVEL”?

• A) 15
• B) 60
• C) 30
• D) 45

The number of ways of arranging r different objects in a circle is r!.

• A) False
• B) True
• C)
• D)

If the slopes of two lines are 2 and -1/2, the lines are:

• A) perpendicular
• B) parallel
• C) overlapping
• D) intersecting but not perpendicular

There are r different objects in a set. We can arrange these objects in

• A) (r+1)! ways
• B) (r-1)! ways
• C) 2r! ways
• D) r! ways

A group of 8 people is to be selected for a project. In how many ways can the group be selected from 12 people?

• A) 495
• B) 429
• C) 462
• D) 402

In a group of 15 people, how many ways can 4 people be selected to form a team?

• A) 1365
• B) 720
• C) 650
• D) 455

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• A) 17
• B) 20
• C) 18
• D) 19

How many permutations of the letters of the word APPLE are there?

• A) 240
• B) 360
• C) 120
• D) 60

What is the sigma notation of the series 1+2+3+4 ?

• A) $$\sum\limits_{n = 1}^4 {{n^2}}$$
• B) $$\sum\limits_{n = 1}^4 n$$
• C) $$\sum\limits_{n = 2}^4 n$$
• D) $$\sum\limits_{n = 1}^5 n$$

Which of the following is the common difference d of a arithmetic sequence 1, 4, 7, 10, …?

• A) -3
• B) 3
• C) 2
• D) -2

The conjugate of a complex number $Z = x + iy$ is _______________

• A) $\bar Z = x - y$
• B) $\bar Z = x + iy$
• C) $\bar Z = x - iy$
• D) $\bar Z = - x + iy$

The midpoint of the line segment with the endpoints
(−4, 4), (−2, 2) is

• A) (-2,-2)
• B) (-3,3)
• C) (-6, 6)
• D) (2,2)

How many distinct ways can the letters of the word BANANA be arranged?

• A) 360
• B) 720
• C) 60
• D) 120

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• A) overlapping
• B) perpendicular
• C) parallel
• D) intersecting but not perpendicular

How many combinations can be formed by choosing 2 objects from 5?

• A) 5
• B) 20
• C) 10
• D) 15

Using the distance formula, find the distance between the two points.A(4, 7), B(3, -2)

• A) 7
• B) √20
• C) √19
• D) √82

There are 3 quadrants.

• A) True
• B) False
• C)
• D)