Math 1 (With Support)

Math 1 (with Support) Name ______

Test Review Period ______

______1. Write the inverse of the statement “If this is Math 1, then this is the first test”.

a. If this is the first test, this is Math 1. c. If this is NOT the first test, this is NOT Math 1.

b. If this is NOT Math 1, this is NOT the first test. d. This is Math 1 if and only if this is the first test.

______2. Sally made this conjecture: All prime numbers are odd.

Which counterexample could be used to show that the conjecture is false?

a. 2 b. 3 c. 4 d. 5

______3. It is true that if Jared arrives late to work, he will be put on probation. On Saturday, Jared arrived late to work. Which of the following is a valid conclusion?

a. Jared will need to work another shift. c. Jared will be put on probation.

b. Jared will be excused. d. Jared will NOT be put on problem.

______4. Which of the following is the converse of the conditional statement below?

If a quadrilateral has four congruent sides, then it is a rhombus.

a. If a quadrilateral has four congruent sides, then it is NOT a rhombus.

b. If a quadrilateral does not have four congruent sides, then it is NOT a rhombus

c. If a quadrilateral does NOT a rhombus, then it does NOT have four congruent sides

d. If a quadrilateral is a rhombus, then it has four congruent sides.

______5. The following conditional statement: If a triangle has one right angle, then it is a right triangle.

Determine the converse, inverse, and contrapositive for this statement. Which of those statements is also true?

a. Only its converse b. Only its inverse c. Only its contrapositive d. Its converse, inverse

contrapositive are all true.

______6. Assume that the conditional statement “if p, then q” is true. Which of the following MUST also be true?

a. Converse b. Inverse c. Contrapositive d. All of the above

7. Given the statement: “If I did my homework, then I will do well on the test.’

a. Write the hypothesis of this statement (2 points)______

b. Write the conclusion of this statement (2 points)______

c. Write the converse of the statement (4 points)______

d. Write the inverse of the statement (4 points)______

e. Write the contrapositive of the statement (4 points)______

8. Conditional Statement: If it is Saturday, then you are not at school.

Hypothesis: ______

Conclusion: ______

Converse: ______

Inverse: ______

Contrapositive: ______

9. Analyze the graph by indicating the following (2 points each):

a. Domain ______

b. Range ______

c. Maximum and/or Minimum ______

d. x-intercepts ______

e. y-intercepts ______

f. Left end behavior ______g. right end behavior ______

Identify the e for the following graphs #1 and #2.

10. .
11. / .
Domain:
Range:
Interval of Increase:
Interval of Decrease:
Domain:______

Range:______

Interval of Increase:______

Interval of Decrease:______

12. Let .

a) Find g(3)

b) Find g(-4)