if it snows, then we will go skiing. choose the equivalent statement. if we do not go skiing, then it did…

Brief Explanations:

In logic, the contra - positive of a conditional statement "If p then q" (where p is "it snows" and q is "we will go skiing") is "If not q then not p". The original statement is "If it snows, then we will go skiing". Its contra - positive is "If we do not go skiing, then it did not snow", which is logically equivalent. The other two statements are the inverse and the converse of the original conditional statement and are not equivalent.

Answer:

If we do not go skiing, then it did not snow.