INDUCTIVE REASONING,

CONDITIONAL STATEMENTS, &

DEDUCTIVE REASONING TEST

REVIEWTest #3

FIND THE NEXT THREE TERMS IN THE SEQUENCE 3, 5, 7, 9, , ,

-7, 3, 12, 20, , ,

C, G,K, , ,

FIND THE NEXT THREE TERMS IN THE SEQUENCE 3, 5, 7, 9, 11, 13, 15

-7, 3, 12, 20, , ,

C, G,K, , ,

FIND THE NEXT THREE TERMS IN THE SEQUENCE 3, 5, 7, 9, 11, 13, 15

-7, 3, 12, 20, 27, 33, 38

C, G,K, , ,

FIND THE NEXT THREE TERMS IN THE SEQUENCE 3, 5, 7, 9, 11, 13, 15

-7, 3, 12, 20, 27, 33, 38

C, G,K, O, S, W

FIND THE INDICATED STATEMENTSWhen a line bisects a segment, it is

divided into two congruent parts. IF-THEN: Converse: Inverse: Contrapositive:

FIND THE INDICATED STATEMENTSWhen a line bisects a segment, it is

divided into two congruent parts. IF-THEN: If a line bisects a segment,

then the segment is divided into two congruent parts.

Converse: Inverse: Contrapositive:

FIND THE INDICATED STATMENTSWhen a line bisects a segment, it is

divided into two congruent parts. IF-THEN: If a line bisects a segment,

then the segment is divided into two congruent parts.

Converse: If a segment is divided into two congruent parts, then a line bisects the segment.

Inverse: Contrapositive:

FIND THE INDICATED STATEMENTSWhen a line bisects a segment, it is divided into

two congruent parts. IF-THEN: If a line bisects a segment, then the

segment is divided into two congruent parts. Converse: If a segment is divided into two

congruent parts, then a line bisects the segment.

Inverse: If a line does NOT bisect a segment, then the segment is NOT divided into two equal parts.

Contrapositive:

FIND THE INDICATED STATEMENTSWhen a line bisects a segment, it is divided into two

congruent parts. IF-THEN: If a line bisects a segment, then the

segment is divided into two congruent parts. Converse: If a segment is divided into two

congruent parts, then a line bisects the segment. Inverse: If a line does NOT bisect a segment, then

the segment is NOT divided into two equal parts. Contrapositive: If a segment is NOT divided into

two congruent parts, then a line does NOT bisect the segment.

GIVEN THE FOLLOWING STATEMENT, WHICH IS TRUE?

If Jake is taller than Emily, Grace is taller than Jake, and Amanda is shorter than Grace.A. Jake is shorter than AmandaB. Grace is the tallestC. Emily is the shortestD. None of the Above

GIVEN THE FOLLOWING STATEMENT, WHICH IS TRUE?

If Jake is taller than Emily, Grace is taller than Jake, and Amanda is shorter than Grace.A. Jake is shorter than AmandaB. Grace is the tallestC. Emily is the shortestD. None of the Above

WHAT CAN YOU CONCLUDE FROM THE FOLLOWING STATEMENTS USING THE LAW OF DETACHMENT?

Every weekday, the football team practices for the game.

Today is Wednesday.

WHAT CAN YOU CONCLUDE FROM THE FOLLOWING STATEMENTS USING THE LAW OF DETACHMENT? Every weekday, the football team

practices for the game. Today is Wednesday.

The team will practice today.

GIVEN THE FOLLOWING, WHAT CONCLUSION CAN BE DRAWN USING THE LAW OF SYLLOGISM? If you do your classwork, then you score

better on the test. If you score better on the exam, then you don’t need extra tutorials.

GIVEN THE FOLLOWING, WHAT CONCLUSION CAN BE DRAWN USING THE LAW OF SYLLOGISM? If you do your classwork, then you score

better on the test. If you score better on the exam, then you don’t need extra tutorials.

If you do your classwork, then you don’t need extra tutorials.

IF <A AND <B ARE COMPLEMENTARY AND M<A IS FOUR TIMES M<B. FIND M<A AND M<B.

IF <A AND <B ARE COMPLEMENTARY AND M<A IS FOUR TIMES M<B. FIND M<A AND M<B.

m<A + m<B = 90

IF <A AND <B ARE COMPLEMENTARY AND M<A IS FOUR TIMES M<B. FIND M<A AND M<B.

m<A + m<B = 904x + x = 90

IF <A AND <B ARE COMPLEMENTARY AND M<A IS FOUR TIMES M<B. FIND M<A AND M<B.

m<A + m<B = 904x + x = 90

5x = 90

IF <A AND <B ARE COMPLEMENTARY AND M<A IS FOUR TIMES M<B. FIND M<A AND M<B.

m<A + m<B = 904x + x = 90

5x = 90x = 18

IF <A AND <B ARE COMPLEMENTARY AND M<A IS FOUR TIMES M<B. FIND M<A AND M<B.

m<A + m<B = 904x + x = 90

5x = 90x = 18

m<A = 4(18) = 72 degreesm<B = 18 degrees

GIVEN THE STATEMENT: GUITAR PLAYERS ARE MUSICIANS, FIND THE FOLLOWING IF-THEN form:

Converse:

Inverse:

Contrapositive:

GIVEN THE STATEMENT: GUITAR PLAYERS ARE MUSICIANS, FIND THE FOLLOWING IF-THEN form: If you are a guitar player,

then you are a musician. Converse:

Inverse:

Contrapositive:

GIVEN THE STATEMENT: GUITAR PLAYERS ARE MUSICIANS, FIND THE FOLLOWING IF-THEN form: If you are a guitar player,

then you are a musician. Converse: If you are a musician, then

you are a guitar player. Inverse:

Contrapositive:

GIVEN THE STATEMENT: GUITAR PLAYERS ARE MUSICIANS, FIND THE FOLLOWING IF-THEN form: If you are a guitar player,

then you are a musician. Converse: If you are a musician, then

you are a guitar player. Inverse: If you are not a guitar player,

then you are not a musician. Contrapositive:

GIVEN THE STATEMENT: GUITAR PLAYERS ARE MUSICIANS, FIND THE FOLLOWING IF-THEN form: If you are a guitar player,

then you are a musician. Converse: If you are a musician, then

you are a guitar player. Inverse: If you are not a guitar player,

then you are not a musician. Contrapositive: If you are not a

musician, then you are not a guitar player.

ARE THE FOLLOWING TRUE OR FALSE? IF-THEN form: If you are a guitar player,

then you are a musician. Converse: If you are a musician, then

you are a guitar player. Inverse: If you are not a guitar player,

then you are not a musician. Contrapositive: If you are not a

musician, then you are not a guitar player.

ARE THE FOLLOWING TRUE OR FALSE? IF-THEN form: If you are a guitar player,

then you are a musician. True Converse: If you are a musician, then

you are a guitar player. Inverse: If you are not a guitar player,

then you are not a musician. Contrapositive: If you are not a

musician, then you are not a guitar player.

ARE THE FOLLOWING TRUE OR FALSE? IF-THEN form: If you are a guitar player,

then you are a musician. True Converse: If you are a musician, then

you are a guitar player. False Inverse: If you are not a guitar player,

then you are not a musician. Contrapositive: If you are not a

musician, then you are not a guitar player.

ARE THE FOLLOWING TRUE OR FALSE? IF-THEN form: If you are a guitar player,

then you are a musician. True Converse: If you are a musician, then

you are a guitar player. False Inverse: If you are not a guitar player,

then you are not a musician. False Contrapositive: If you are not a

musician, then you are not a guitar player.

ARE THE FOLLOWING TRUE OR FALSE? IF-THEN form: If you are a guitar player,

then you are a musician. True Converse: If you are a musician, then

you are a guitar player. False Inverse: If you are not a guitar player,

then you are not a musician. False Contrapositive: If you are not a

musician, then you are not a guitar player. True