Read the two statements shown below.

If the weather is cold, Natalie will not go swimming.
The weather is cold, or Natalie will not go swimming.

Create truth tables for the logical form of the two statements (not to be submitted). Use the truth tables to determine whether the two statements are logically equivalent. Justify your answer.

Question

Read the two statements shown below.
 
If the weather is cold, Natalie will not go swimming.
The weather is cold, or Natalie will not go swimming.
 
Create truth tables for the logical form of the two statements (not to be submitted). Use the truth tables to determine whether the two statements are logically equivalent. Justify your answer.

anonymous · Answer

All I need to know, is if it is logically equivalent. I don't think the two statements are logically equivalent, but I don't know how to explain it?????

anonymous · Answer

@AccessDenied can you please help me with this question.....

anonymous · Answer

or @ParthKohli can you give this a go??

anonymous · Answer

@FoolForMath do you think u try & help?

anonymous · Answer

agh people try to help me please...

anonymous · Answer

@experimentX

anonymous · Answer

@jim_thompson5910