Question

Given the conditional statement "If it is January, then it is winter in the United States," which is true?

Answer 1

wat do u mean which is true?

Answer 2

are there any options?? cuz u dint list any

Answer 3

either b) the inverse of the conditional C) the contrapositive of the conditional

Answer 4

i think it is C. the contrapositive of the conditional.

Answer 5

thankyou been stuf for an hour u the best!!

Answer 6

is this for geometry???

Answer 7

yes

Answer 8

hey im not 100% sure because i havent heard of these terms a lot. but i do have a good guess. and ur welcome

Answer 9

i can kinda explain to u why i thought that.. i mean only if u want.

Answer 10

yes please!!

Answer 11

ok so im gonna just like use a & b in my example

Answer 12

so let Let a and b be statements. Then
a→b
is a conditional statement. It is a fact (you can check it using a truth table) that the contrapositive of a conditional statement is equivalent to the statement, that is, a→b↔ ¬a→ ¬b.

Answer 13

..if it makes sense to u.. kinda.

Answer 14

thanks understand i little better now

Answer 15

really? ok good. and np :)