10pts 4 1st correct answer...?

Question

Three of these statements are false. Name them.
1.7 x 4 >20.
2. 6+7=13
3. 20% of 10=5
4. 64 -12 =52
5. 11 x 10=111

Answer 1

#3, 5 and your statement of three of these are false

Answer 2

# 3. 20% 0f 10 is 2.
# 5. 11 X 10 is 110.
and
"Three of these statements are false," as only two of the mathematical statements are false. However, the fact that the instruction is false creates a third false hood, making the statement correct. Circular logic says that the statement is at once true and false, as it cannot exist in either state.

Answer 3

I don't know if I'm right, but isn't the first statement that is false is the statement: three of these statments are false.. If I'm right, then these are false.
1st statement: Three of these statements are false.
3rd statement: 20% of 10 =5
5th statement: 11x10=111.

Their true answer is:
2 of the statements
2
110

Answer 4

Only two r false they as follows

3. 20% of 10=5

&

5. 11x10=111

Answer 5

1, 3 and 5 are false!

1. 7x4=28 Not 20

3. 20% of 10 is not 5, it's 2

5. 11x10 is not 111, it's 110

Answer 6

three of these statements are false
20% of 10 = 5
11 x 10 = 111

Answer 7

Firstly, your question itself is false
There are only 2 false answers

3. 20% of 10 = 5
5. 11 x 10 = 111
These is false.

Correct answer is
20% of 10 = 2
11 x 10 = 110

Answer 8

i'll just take the 2 pts
the false statement are no 3 and 5 and ur statement

Answer 9

3 and 5, that's it
but if i were to consider your 'three of these statements are false' statement as false, then there'd be 3 false statements, which would make the statement true, due to which there WOULDN'T be 3 false statements, which again makes...
(wiki Liar Paradox and read about it)

Answer 10

the only false ones are number 3 and 5