Question

Write the converse, inverse, and contrapositive of the given conditional statement. Determine the truth value of all four statements. If a statement is false, give a counterexample

Answer 1

@kirbykirby

Answer 2

is this geo.?

Answer 3

what statement?

Answer 4

1) Three points not on the same line are noncollinear.
2) Obtuse angles have measures greater than 90.
3) If you do not live in Tampa, then you do not live in FL.
4) If n is an even number, then n is divisible by 2.

Answer 5

Yes this is geometry @Ziegenbein and there's the statements ^^.

Answer 6

ok its kinda hard to explain w/out giving the answers but i can try

Answer 7

Okay thanks!

Answer 8

only one person plz

Answer 9

What does that mean @adoredelano ??

Answer 10

it will only confuse him if three people are teaching ty

Answer 11

One way to view statements ..
If you have "If X, then Y"

Then:
converse: "If Y, then X"
inverse: "If NOT Y, then NOT X"
contrapositive: "If NOT X, then NOT Y"

Answer 12

sorry daddy

Answer 13

a conditional statement is an if then statement

Answer 14

@kirbykirby is right

Answer 15

So what would the answer to number 1 so that i can see the example?

Answer 16

ok

Answer 17

I have to get off of OS for a little bit. I will get back on ASAP. Thanks for all of y'alls help. I really appreciate it

Answer 18

CONVERSE: IF Three points not on the same line THEN are non collinear.
INVERSE: Three points ARE on the same line ARE NOT non collinear.
CONTRAPOSITIVE: if three points ARE NOT non collinear then they ARE on the same line
@BassCatcher15

Answer 19

there now you finish the rest