Examples of using Be false in English and their translations into Korean
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Programming
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Computer
Test results may be false.
The value can be false or a nonnegative integer. false. .
For truly my words shall not be false.
Then you won't be false to anybody else.
Not all of those memories could be false.
People also translate
Killing soft may be false positives!
May be false hope, but the US is ready to go hard in either direction”.
What is believed, can be false in reality.
May be false hope, but the US is ready to go hard in either direction”.
Then as sure as night follows day, you cannot be false to any other.
Yes, these tests may be false positive or false negative.
It follows asthe night into day, thou cannot be false to any man.
AutoStart should be false because it can be difficult for keyboard users to stop playback quickly.
Then as sure as night follows day,you cannot be false to any other.
So if x was 15, this would be false, this would be false.
If either value is false, the overall expression will also be false.
Precision The precision of number. The value can be false or a nonnegative integer. false. .
We then check the output of was_published_recently()- which ought to be False.
Some of the commercials you will be presented with may be false and you could download malware onto your PC.
Evidently, to speak of a wholly voluntary and lucid transformation of the world by humanity would also be false.
He said the world is watching and waiting, adding it“May be false hope, but the U.S. is ready to go hard in either direction!”.
And it shall follow, as the night the day, that you cannot then be false to anyone.
("if not-A implies both B andits negation not-B, then not-A must be false, then A must be true"), which is the principle known as reductio ad absurdum.
And it must follow, as the night the day,Thou can not then be false to any man”.
As my body has descended to me from God, so also has my reason andmy understanding of life, and consequently the various stages of the development of that understanding of life cannot be false.
((¬ A→ B)∧(¬ A→¬ B))→ A{\displaystyle((\lnot A\to B)\land(\lnot A\to\lnot B))\to A}("if not-A implies both B and its negation not-B,then not-A must be false, then A must be true"), which is the principle known as reductio ad absurdum.
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Then as sure as night follows day, you cannot be false to any other.
The problem, it seems to me,is that if God could not have issued such a command, then the biblical stories must be false.
For regions in R3 more complicated than this, the latter statement might be false(see Poincaré lemma).