Question 1: If f(x) = x³ + 1 and g(x) = |x - 5|, what is f(g(1))?
23   24   65   55   81  

Question 2: The average of numbers (a + 9) and (a - 1) is equal to b, where a and b are integers. The product of the same two integers is equal to (b - 1)². What is the value of a?
a = 9   a = 1   a = 0   a = 5  

Question 3: If x² - nx - 32 = 0 when x = 4, what is the value of n?
-4   4   6   -2  

Question 4: If a² = 2 and b(a + b) = 6, (a + 2b)² =
20   22   24   26  

Question 5: Which value of x satisfies the inequality | 2x | < x + 1 ?
-1/2  1/2  1  -1 

Question 6:   What is f(f(2)) if f(x) = x² + 2?


Question 7: Find the value of x if x + y = 17 and x - y = 5.


Question 8:    If f(x) = |x| and g(x) = x², how many solutions has f(x) = g(x)?


Question 9:    If f(x) = (8x + 5)/(4x-7), what value does f(x) approach as x gets infinitely larger?


Question 10:   A line has parametric equations x = t + 3 and y = t + 9. The slope of the line is:


Question 11: What is the sixth term of the expansion of (x/y - y/x)⁹?
84x/y   -12   -126y/x   66xy  

Question 12: If the fourth and fifth terms of a geometric sequence are -1/18 and 1/54, what is the first term of the sequence?
8   -1   -1/2   3/2  

Question 13: [(n+2)! - n!]/(n+1)! =
n + 1 + n/(n+1)   n/(n+1)   n + 1   (n+1)/n  

Question 14: If (a + 2i)/(b - i) is a real number, then:
2a + b = 0   a + b = 0   a + 2b = 0   3a + 2b = 0  

Question 15: Find the radius of the circle with the equation:
x² + 2x + y² - 10y + 22 = 0
2   1/2   4   3  

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