Converse, inverse and contrapositive and Congruent proof....

stevenbitme

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Nov 7, 2006
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I need the Converse, inverse and contrapositive of this statement .
Which of these statements are equivalent, which is the orginal statement equivalent, and which of these statements is equivalent to the converse and what does it mean for the conditional statements to be equivalent.

And rewrite the orginal statement as a biconditional statement, this this statement true why or why not....
for this statement
If angle A and angle B form a linear pair then they are supplementary.

and if someone can give me an idea of what a

Proof of the congruent complements theorem is
[/code][/list]
 
Re: Converse, inverse and contrapositive and Congruent proof

stevenbitme said:
I need the Converse, inverse and contrapositive of this statement .
Which of these statements are equivalent, which is the orginal statement equivalent, and which of these statements is equivalent to the converse and what does it mean for the conditional statements to be equivalent.

And rewrite the orginal statement as a biconditional statement, this this statement true why or why not....
for this statement
If angle A and angle B form a linear pair then they are supplementary.

and if someone can give me an idea of what a

Proof of the congruent complements theorem is
[/code][/list]

I agree.... What the smurf??"

For a conditional statement in the form

p --> q

the converse is

q --> p

The inverse is

not-p --> not q

the contrapositive is

not q --> not p

If you could state the rest of your problem a bit more clearly, we might be able to help.
 
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