The statement in the blue box is true because its false (correct)

The statement in the red box is not true because its false (wrong)

Ans: The Statement in the blue box is correct













idea is needed!

the statement in the blue box is true

Using the Litmus Indicator, the answer turns red in acidic solutions and blue in alkaline solutions - which is = PURPLE in neutral solutions........................ ...........GEJ Till......................2019.

Both are correct.Mtceeww!

scholes23:
Identify the correct statement from the two boxes below. Which one of them is correct?

The two statements are not correct

None

The blue box is correct....Or perhaps both .

the statement in d box is either/neither true or/nor false.

all are d product of weed smoking

The Blue Box is true because even the top one 'RED box' attested to its correctness while the correct 'Blue Box also' affirm its own correctness and telling us that the upper one Box is also wrong.

pick any. the two statements are correct. the contents of the boxes determine the how the sentences should be constructed.
Both are corrects jooor
scholes23:
Identify the correct statement from the two boxes below. Which one of them is correct?

And please it is 'which statement is true between the two' .Thank you!

The third one is correct.

Op no see that one?

sparklebaby:
The statement in the blue box is correct

I agree. The statement in the blue box is correct

The statement in the blue box is correct.

Basic English of Grammar says that there are words which are uncountable,and also words that countable,eg true and false

So Oga pack well well
Turn all the is to are and u have a perfect English Grammar

jeremiah505:
None of the is Correct... (they both contradicts them selves)...

Please forgive me!


GBAGAUN!!!!!!!!!!

The Red Box is Correct. The Blue box is supposed to read "This" and not "The".

Red box - Blue box is true
Blue box - Red box is false

Using idea from Logic gate truth table;

True AND False = False

So, the statement in the red box is false is CORRECT.

the blue box is correct.... the blue box is trying to tell us that the red box is false and the red box den confirm it that it's true..... I dnt knw aw else to xplain diz... maybe someone else shld help

The statement in d red box is false is d correct ans.

musaffyan:
Basic English of Grammar says that there are words which are uncountable,and also words that countable,eg true and false

So Oga pack well well
Turn all the is to are and u have a perfect English Grammar

SIR YES SIR

non is correct

d red box

Don't even try to solve it you won't get out of the loop.
Fecking recursion!

scholes23:
Which other one?

Listen very well
There are all false statements,or could they be,all are true statement

MUUMUUS go buy English Grammar book 2

Bloody GEJITE

The statement in blue box is correct

This is clearly called:

**THE LIAR PARADOX****
In philosophy and logic, the classical liar paradox or liar's paradox is the statement of a liar who states that he is lying: for instance "I am lying" or "everything I say is false". If he is indeed lying, he is telling the truth, which means he is lying... In "this sentence is false" the paradox is strengthened in order to make it amenable to more rigorous logical analysis. It is still generally called the "liar paradox" although abstraction is made precisely from the liar himself. Trying to assign to this statement, the strengthened liar, a classical binary truth value leads to a contradiction.

If "this sentence is false" is true, then the sentence is false, but then if "this sentence is false" is false, then the sentence is true, and so on.

The statement in the blue box is true while the statement in the red box is false.
That's overriding (programming). that means the statement is false.

Blue box statement

The 2nd is not true.

Where's the statement?