SAT Math Subject Test Practice

Hello, I want to give the SAT Exam and I want the questions of the maths subject for the practice test. Please provide me.

[Shaleen]

Hello, here I am providing you the questions of the SAT Exam of the maths subject as under:

If {(3,2),(4,2),(3,1),(7,1),(2,3)} is to be a function, which one of the following must be removed from the set?
A. (3,2)
B. (4,2)
C. (2,3)
D. (7,1)
E. none of the above

For f(x) = 3x2 + 4, g(x) = 2, and h = {(1,1), (2,1), (3,2)},
A. f is the only function
B. h is the only function
C. f and g are the only functions
D. g and h are the only functions
E. f, g, and h are all functions

|2x - 1| = 4x + 5 has how many numbers in its solution set?
A. 0
B. 1
C. 2
D. an infinite number
E. none of the above

Which of the following is equivalent to 1 |x - 2| 4?
A. 3 x 6
B. x 1 or x ≥ 3
C. 1 x 3
D. x -2 or x ≥ 6
E. -2 x 1 or 3 x 6

The area bound by the relation |x| + |y| = 2 is
A. 8
B. 1
C. 2
D. 4
E. There is no finite area.

The postal rate for first-class mail is 44 cents for the first ounce or portion thereof and 17 cents for each additional ounce or portion thereof up to 3.5 ounces. The cost of a 3.5-ounce letter is 95￠. A formula for the cost in cents of first-class postage for a letter weighing N ounces (N 3.5) is
A. 44 + [N - 1] • 17
B. [N - 44] • 17
C. 44 + [N] • 17
D. 1 + [N] • 17
E. none of the above

If f(x) = i, where i is an integer such that i x < i + 1, the range of f(x) is
A. the set of all real numbers
B. the set of all positive integers
C. the set of all integers
D. the set of all negative integers
E. the set of all nonnegative real numbers

If f(x) = [2x] - 4x with domain 0 x 2, then f(x) can also be written as
A. 2x
B. -x
C. -2x
D. x2 - 4x
E. none of the above

Here I am providing you more paper for practice as under: