A statement the is true both forwards and backwards. That is the original statement and that is converse are both true.

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A Bi-Conditional declare - A statement the is true both forwards and backwards. That is the original statement and also its converse space both true- 

The answer is biconditional statement.

A biconditional declare is a statement that have the right to be rewritten as a conditional or a converse. That is considered true if the conditional and the converse statement is true. You deserve to tell whether the statement is biconditional v the words, \"if and only if.\"

Here is an example:

A polygon is a quadrilateral if and also only if that has four sides.

A polygon has four sides, if and also only if, the is a quadrilateral.

Since both statements space true, then this is a true biconditional statement.



Answer from: harshakayla02
I think it\"s referred to as a palindrome
\"*\"

\"*\"

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