# geometry

posted by .

Describe the relationship between a conditional, its converse, its inverse, and its contraposition.

• geometry -

Caissie and Cheyenne, please do not use different names to post questions. This makes extra work for teachers and therefore slows down everyone.

See response to your previous question for the current one:
http://www.jiskha.com/display.cgi?id=1314739863

## Similar Questions

1. ### geometry

Rewrite the biconditional as a conditional statement and its converse and then determine if the biconditional is an accurate definition: Two angles are supplementary if and only if they form a linear pair conditional:_____________________________ …
2. ### Geometry

The inverse of conditional A is given below. Write conditional A, its converse,and its contrapositive. Explain your reasoning. If I received a detention,then I did not arrive at school on time.
3. ### geometry conditional form

I have a lot of cavities if I like candy a. Write the conditional form b. write the converse of the given conditional
4. ### geometry

Write the converse, inverse, and contrapositive of the conditional statement. If an animal is a bird, then it has two eyes.
5. ### Math

Part 1: Write two conditional statements for which the converse is true. 1. Statement: 2. Converse: 3. Statement: 4. Converse: Part 2: Write two conditional statements for which the converse is false. 5. Statement: 6. Converse: 7. …
6. ### Geometry

A conditional statement is always logically equivalent to its a.) contrapositive b.) converse c.) conjunction d.) inverse
7. ### Math

Let p -> q represent the conditional statement All hummingbirds love nectar. This is equivalent to p = If it is a hummingbird and q = then it loves nectar. State your answers to the questions below both in words and in symbols. …
8. ### Geometry

Can you tell em if this is right? If not, can you tell me what words go where?
9. ### math

Part 1: Write two conditional statements for which the converse is true. 1. Statement: 2. Converse: 3. Statement: 4. Converse: Part 2: Write two conditional statements for which the converse is false. 5. Statement: 6. Converse: 7. …
10. ### Geometry

If a conditional and its converse are always true, then the statement is a a. converse. b. conditional. c. biconditional. d. counterexample. I am trying to do some geometry and haven't taken it in a while so can someone please help?

More Similar Questions