Linear Inequalities Mock Tests

19 questions available

Linear Inequalities Mock Test 1

Questions: 19

Sample Questions

SAT SAT Math

If 3x > 12 and x − 2 ≤ 4, which of the following describes all possible values of x?

A x > 4 and x ≤ 6

B x < 4 and x ≥ 6

C x > 4 and x ≥ 6

D x < 4 and x ≤ 6

SAT SAT Math

What is the solution to the inequality 3x minus 7 greater than 2x plus 4?

A x greater than 11

B x greater than 3

C x greater than 7

D x greater than 4

Class 11 Mathematics

The solution of the inequality 2x − 3 > 7 is:

A x > 2

B x > 5

C x < 5

D x > 10

SAT SAT Math

Solve for x: negative 2x plus 5 greater than or equal to 13.

A x greater than or equal to negative 4

B x less than or equal to negative 4

C x less than or equal to 4

D x greater than or equal to 4

Class 11 Mathematics

The solution of the inequality 2x + 5 <= 15 is:

A x <= 5

B x >= 5

C x <= 10

D x >= 10

Class 11 Mathematics

The solution of the inequality 2x − 3 > 7 − 3x, where x is a real number, is:

A x > 2

B x < 5

C x < 2

D x > 5/2

Class 11 Mathematics

The solution region of the inequality 2x + 3y ≤ 6 in the Cartesian plane lies:

A on the line 2x + 3y = 6 and on the side containing the origin

B only on the line 2x + 3y = 6

C on the side not containing the origin

D only in the first quadrant

Class 11 Mathematics

The solution of the inequality 3x − 7 > 5 − x is:

A x > 3

B x > 3/2

C x < 3

D x < 3

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