Question

Logic:
For this statement do the following:
1.) Write the conditional in if-then form.
2.) Identify the hypothesis.
3.) Identify the conclusion.
4.) Write the converse.
5.) Write the inverse.
6.) Write the contrapositive.

A triangle that has three congruent sides has three congruent angles.

Answer 1

dang took this class this summer

Answer 2

I have difficulty remembering what all of the different statements are. That's basically it lol

Answer 3

let me refer back to my notes

Answer 4

ok

Answer 5

1) if a triangle has 3 congruent sides, then it has 3 congruent angles.
2) the stuff that comes after the "if" and before the "then"
3) the stuff that comes after the "then"
4) the converse of

if A then B
is
if B then A

5)the inverse of

if A then B
is
if NOT A then NOT B

6) the contrpositive of

if A then B
is
if NOT A then NOT B

Answer 6

Ok

Answer 7

sorry typo

6) the contrpositive of

if A then B
is
if NOT B then NOT A

Answer 8

2.) A triangle has 3 congruent sides
3.) A triangle has 3 congruent angles.

Answer 9

4.) If a triangle has 3 congruent angles, then it has 3 congruent sides.

Answer 10

5.) If a triangle doesn't have 3 congruent sides then it doesn't have 3 congruent angles.

Answer 11

6.) If a triangle doesn't have 3 congruent angles, then it doesn't have 3 congruent sides.

Answer 12

looks good

Answer 13

Cool thanks @zzr0ck3r :)

Answer 14

npz