ReasoningAbility.com

Symbolic Translation: Worksheet 2 - Beginner Practice Symbolic Translation BEGINNER

Ready to master Symbolic Translation? This entry level practice worksheet (2/10) presents 20 beginner-level challenges. Focus area: pattern recognition. Learn to solve symbolic translation reasoning questions, handle symbolic translation practice, and perfect symbolic translation for competitive exams with our step-by-step solutions.

📝 Worksheet 2 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Beginner level

What you'll learn in this worksheet:
Your progress through Symbolic Translation
Worksheet 2 of 10 (11% complete)

Question 1

Translate this English sentence into symbolic logic: "Either you pay or you leave, but not both." Let p = 'You pay', q = 'You leave' (use appropriate letters).
'Either P or Q, but not both' is exclusive OR: P ⊕ Q.

Answer: p ⊕ q

Question 2

Translate this English sentence into symbolic logic: "You will succeed only if you work hard." Let p = 'You succeed', q = 'You work hard' (use appropriate letters).
'P only if Q' means P → Q (if P then Q).

Answer: s → w

Question 3

Translate this English sentence into symbolic logic: "Either you pay or you leave, but not both." Let p = 'You pay', q = 'You leave' (use appropriate letters).
'Either P or Q, but not both' is exclusive OR: P ⊕ Q.

Answer: p ⊕ q

Question 4

Translate this English sentence into symbolic logic: "Either you pay or you leave, but not both." Let p = 'You pay', q = 'You leave' (use appropriate letters).
'Either P or Q, but not both' is exclusive OR: P ⊕ Q.

Answer: p ⊕ q

Question 5

Translate this English sentence into symbolic logic: "Unless you study, you will fail." Let p = 'You study', q = 'You fail' (use appropriate letters).
'Unless P, then Q' means ¬P → Q. If you don't study, then you fail.

Answer: ¬s → f

Question 6

Translate this English sentence into symbolic logic: "Neither John nor Mary came to the party." Let p = 'John came', q = 'Mary came' (use appropriate letters).
'Neither P nor Q' means ¬P ∧ ¬Q (both are false).

Answer: ¬j ∧ ¬m

Question 7

Translate this English sentence into symbolic logic: "You will succeed only if you work hard." Let p = 'You succeed', q = 'You work hard' (use appropriate letters).
'P only if Q' means P → Q (if P then Q).

Answer: s → w

Question 8

Translate this English sentence into symbolic logic: "It is raining and the ground is wet." Let p = 'It rains', q = 'The ground is wet' (use appropriate letters).
'P and Q' translates to P ∧ Q (conjunction).

Answer: p ∧ q

Question 9

Translate this English sentence into symbolic logic: "It is raining and the ground is wet." Let p = 'It rains', q = 'The ground is wet' (use appropriate letters).
'P and Q' translates to P ∧ Q (conjunction).

Answer: p ∧ q

Question 10

Translate this English sentence into symbolic logic: "Unless you study, you will fail." Let p = 'You study', q = 'You fail' (use appropriate letters).
'Unless P, then Q' means ¬P → Q. If you don't study, then you fail.

Answer: ¬s → f

Question 11

Translate this English sentence into symbolic logic: "You will succeed only if you work hard." Let p = 'You succeed', q = 'You work hard' (use appropriate letters).
'P only if Q' means P → Q (if P then Q).

Answer: s → w

Question 12

Translate this English sentence into symbolic logic: "You will succeed only if you work hard." Let p = 'You succeed', q = 'You work hard' (use appropriate letters).
'P only if Q' means P → Q (if P then Q).

Answer: s → w

Question 13

Translate this English sentence into symbolic logic: "It is raining and the ground is wet." Let p = 'It rains', q = 'The ground is wet' (use appropriate letters).
'P and Q' translates to P ∧ Q (conjunction).

Answer: p ∧ q

Question 14

Translate this English sentence into symbolic logic: "Unless you study, you will fail." Let p = 'You study', q = 'You fail' (use appropriate letters).
'Unless P, then Q' means ¬P → Q. If you don't study, then you fail.

Answer: ¬s → f

Question 15

Translate this English sentence into symbolic logic: "Either you pay or you leave, but not both." Let p = 'You pay', q = 'You leave' (use appropriate letters).
'Either P or Q, but not both' is exclusive OR: P ⊕ Q.

Answer: p ⊕ q

Question 16

Translate this English sentence into symbolic logic: "Unless you study, you will fail." Let p = 'You study', q = 'You fail' (use appropriate letters).
'Unless P, then Q' means ¬P → Q. If you don't study, then you fail.

Answer: ¬s → f

Question 17

Translate this English sentence into symbolic logic: "It is raining and the ground is wet." Let p = 'It rains', q = 'The ground is wet' (use appropriate letters).
'P and Q' translates to P ∧ Q (conjunction).

Answer: p ∧ q

Question 18

Translate this English sentence into symbolic logic: "Either you pay or you leave, but not both." Let p = 'You pay', q = 'You leave' (use appropriate letters).
'Either P or Q, but not both' is exclusive OR: P ⊕ Q.

Answer: p ⊕ q

Question 19

Translate this English sentence into symbolic logic: "You will succeed only if you work hard." Let p = 'You succeed', q = 'You work hard' (use appropriate letters).
'P only if Q' means P → Q (if P then Q).

Answer: s → w

Question 20

Translate this English sentence into symbolic logic: "Neither John nor Mary came to the party." Let p = 'John came', q = 'Mary came' (use appropriate letters).
'Neither P nor Q' means ¬P ∧ ¬Q (both are false).

Answer: ¬j ∧ ¬m
Previous Worksheet Next Worksheet