If the statement, \"if it is cold, then i wear a jacket,\" is assumed to be true, is it converse, \"if i wear a jacket, then it must be cold,\" also always true? . a. no. b. yes

The correct answer is A. No

Explanation:

Conditional statements like "if it is cold, then I wear a jacket" are composed of a hypothesis that in this case is "if it is cold" and a possible result or conclusion "then I wear a jacket" that are closely connected to each other. This type of statements can be changed into converse statements by interchanging the hypothesis for the conclusion, this statements are valid in some cases but n most cases they are not considering the result or conclusion which in this case is "then I wear a jacket" can be related to multiple, for example, you can wear a jacket just because you like doing this or you feel cold, but not only because the weather is cold. Therefore, it is not tur the converse statement is true just because the original statement was true.

in macbeth, banquo, who in real life had willing in the murder of king duncan, is portrayed as a loyal subject of the king himself. many analysts believe that shakespeare had done this in order to king james, who supposedly was a direct descendant of banquo himself.

hope this ! : )

you have approval for this story

explanation:

and also the mystery girl it might be someone that she might know in her school