Mga halimbawa ng paggamit ng Is odd sa Ingles at ang kanilang mga pagsasalin sa Tagalog
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Colloquial
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Ecclesiastic
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Computer
The choice of songs is odd.
Show that if is odd, it is possible.
Prove that it's area is odd.
If is odd, prove that the numbers are in some order.
Prove that the number of bent strips is odd.
If the number on the die is odd, the game is lost.
There are no solutions for so assume is odd.
A number n is odd if there is an integer k such that n= 2k+ 1.
Indeed, suppose is even, then is odd.
From here it easily follows that g is odd and after that that g is additive.
Let be co-prime integers,such that is even and is odd.
Note that, if is odd, then divides and also, so is not irreducible.
It has been experimentally verified in laboratory conditions that this statement is odd.
One more thing:The phrase“as the law says” is odd coming from a Gentile congregation.
At the same time, we have,so, which contradicts the fact that and is odd.
If is odd, we have(the last divisibility takes place because is odd it cannot divide, given that).
There is one very common side effect,however, which is odd but completely harmless.
If 6 balls are drawn simultaneously at random,what is the probability that the sum of the numbers on the balls drawn is odd?
But this summand(for each)is simply which is if is odd and zero if it is even.
This is odd, since any pots that went down while being stored within a ship should have been clustered together, Murray said.
Show that it is possible to colour the points of with at most two colours, such that for any points of,the number of lines in which separate from is odd if and only if and have the same colour.
If the number of machine lubrication points is odd, any of outlet port at the low side, the separation of components is be able to remove, and then plug the top of the grease outlet port.
More precisely, if is odd, say then is strictly decreasing on the interval and strictly increasing on, while if is even, say then is strictly decreasing on the interval constant on and strictly increasing on.
Are odd number of points on.
This means that, so, and since it's odd, we have.
Woա thɑt was odd.
There were several other questions he asked that were odd and didn't make sense.
Prove that for some,,there exists a point with coordinates on the line segment joining with such that both and are odd integers.
Prove that for every positive integer there exists an-digit number divisible by all of whose digits are odd.
If the last number said was odd, the player add to this number;