Question

The inverse of a given statement is equivalent to the original statement.
true or false?

Answer 1

Well the inverse means that it's something different from the original right? So how can something that changed be the same as the original.

Answer 2

Inverse of if P then Q is if not P then not Q.

Answer 3

SO FALSE

Answer 4

If it is a square then it is a polygon.
If it is not a square then it is not a polygon.

The second line is false, so false.

Answer 5

The second line may apply to triangles too, and they are polygons.

Answer 6

@Romero lol you got the definition wrong, but answer right

Answer 7

wait so the answer was false??

Answer 8

lol

Answer 9

Yes, it is false lolol

Answer 10

wait so if T is T than its T

Answer 11

but if T is F thans its f

Answer 12

Wait what?

Answer 13

Well it's hard for me to explain this but I was thinking about inverse of functions. How an inverse will not be the same as the original

Answer 14

well just consider

x^2

its inverse

sqrtx

one looks like a u

the other like a c

So they are different.

Answer 15

It's False, so F.

Answer 16

no im saying look at this

Answer 17

@timo86m @Romero look, this is not that thing. This is logical inverse.

Answer 18

http://www.jimloy.com/logic/converse.htm see this

Answer 19

@ParthKohli

Answer 20

Lol how can two F's be T?

Answer 21

lmao i was thinking that

Answer 22

This table is incorrect. FALSE.

Answer 23

thanks guys!

Answer 24

TEEHEE

Answer 25

But the same method of thinking how inverse of a function is not the same as the original carries the same in here right?

Answer 26

oh now you talking about boolean logic lol

Answer 27

it is just a boolean logic table

for a and statement

f and f = t