SOLUTION: 3. Write the following compound statement in symbolic form Let p: Today is Friday. q: Tomorrow is not the day to go shopping. If tomorrow is not the day to go shopping, then to

Question 198757This question is from textbook a survey of mathematics with apllications
: 3. Write the following compound statement in symbolic form
Let p: Today is Friday.
q: Tomorrow is not the day to go shopping.
If tomorrow is not the day to go shopping, then today is not Friday.

4. Construct a truth table for ~ (p � q)

5. Write the converse, inverse, and contrapositive of the following conditional statement
If the sun is shining, then it will not rain.
This question is from textbook a survey of mathematics with apllications

Answer by jim_thompson5910(35256) (Show Source): You can put this solution on YOUR website!
# 3

"If tomorrow is not the day to go shopping, then today is not Friday" translates into the symbolic argument: q -> ~p

Recall, ~p means NOT p and -> means "if..then.."

# 4
What is the symbol "�". Is this a typo?

# 5

Original Statement: If the sun is shining, then it will not rain.
Converse: If it will not rain, then the sun is shining
Inverse: If the sun is not shining, then it will rain
Contrapositive: If it will rain, then the sun is not shining

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