Question

Use the statements and truth table to determine which statements are equivalent.

p: It is a fish.
q: It eats algae.


p q ∼p ∼q p → q ∼p → ∼q q → p ∼q → ∼p
T T F F T T T T
T F F T F T T F
F T T F T F F T
F F T T T T T T
If it eats algae, then it is a fish.
It is a fish, and it eats algae.
If it is a fish, then it does not eat algae.
It is a fish, or it eats algae.
If it is a fish, then it eats algae.
If it does not eat algae, then it is a fish.
If it eats algae, then it is a fish.
If it is not a fish, then it does not eat algae.

Answer 1

Let me get a picture of the stupid truth table..But I think its D

Answer 2

"If it is a fish, then it eats algae."

Answer 3

is the answer

Answer 4

"If it is a fish, then it eats algae."
"If it is a fish, then it eats algae."

Answer 5

that's not one of the answers sadly well the first part is but not the second part

Answer 6

It is a fish, or it eats algae.
If it is a fish, then it eats algae.

Answer 7

this one i mean lol

Answer 8

Oh wait the things are all bunched together lett me fix that-

Answer 9

A: If it eats algae, then it is a fish.
It is a fish, and it eats algae.

B: If it is a fish, then it does not eat algae.
It is a fish, or it eats algae.

C: If it is a fish, then it eats algae.
If it does not eat algae, then it is a fish.

D: If it eats algae, then it is a fish.
If it is not a fish, then it does not eat algae.

Answer 10

Those are the answers lol I forgot question cove bunches them up

Answer 11

its c

Answer 12

Thank you