If the statement if it is snowing then it is cold outside is assuming to be true is it's reverse if it is cold outside then it is snowing also always true?

Answer 1

It is an inverse statement, which is not necessarily true. It is one of the laws of logic and logical reasoning.

What makes it illogical is:

• It may be cold but not cold enough.
• It can be too cold to snow.
  
• The air may be dry; without moisture, it will not snow.
• It may have snowed before and it may snow later, but it is not snowing now.
• It may be cold without snow falling because the temp is warming.
• It may be cold without snow falling because it is raining.
• It may be cold without snow falling because sleet is falling instead.

Answer 2

This is not true. First of all, cold is relative. What may be very cold to you may not be very cold to me. Second, the freezing temperature of water is 32F, a very common temperature in areas where it snows. However, the temperature can be 0F for days and days and not snow or it might snow on a day that is 45F. It has to do with the temperature in the atmosphere, not the temperature on the ground. You will need a technical expert to explain that part of it.

When you are used to living in a place that has a temperature down near 0F or lower for several weeks and then the temperature rises up near freezing, it feels like spring to you.

The kind of argument in the question is known as a 'false argument'. It's like saying that, since you skidded and crashed your car, all car crashes are caused by skids, or all skids cause crashes.

Answer 3

No. The reverse is not true. That is why logic equations don't always work and philosophy is stupid.