Примери за използване на Each of these terms на Английски и техните преводи на Български
{-}
-
Colloquial
-
Official
-
Medicine
-
Ecclesiastic
-
Ecclesiastic
-
Computer
Each of these terms is a feasible option.
And we're going to do that for each of these terms.
Each of these terms is defined and then.
It is useful to understand what each of these terms means.
Basically, each of these terms refers to some of the particles.
And we can distribute this whole thing times each of these terms.
We're raising each of these terms to that 1/2 power.
So we're going to multiply the 9x to the third times each of these terms.
And then we could raise each of these terms right here to the 1/2 power.
We will briefly describe what we mean by each of these terms.
Let's explore what each of these terms means and how they relate to fat loss.
We have tried to briefly explain what each of these terms mean.
Let's take a look at what each of these terms means and how they affect your loan options.
And then, we just have to figure out the coefficients on each of these terms.
If we were to multiply this times each of these terms, you get that right there.
We can distribute this entire polynomial,this entire trinomial times each of these terms.
If you multiply each of these terms by r, you multiply r to the first times r you get r squared.
What we can do here is just distribute this x plus 2y onto each of these terms.
Each of these terms relate to entire branches of mathematics and the particular relationships between them.
To sort out this issue once again,is to give a brief explanation of each of these terms.
Well, you might be temptd to just square each of these terms, but you have got to be careful because you have this x here.
And that's exciting because now we can factor out a 2 x plus 1 from each of these terms.
It is synonymous with despot,tyrant and/or dictator, though each of these terms originally had a separate and distinct meaning.
So what we could do is we can take the c plusdi and distribute it on each of these terms.
So what we can do now is we can think about each of these terms as the product of the 2x squared and something else.
Each of these terms can be used in some combination of technology orientation, learning orientation, or socio-cultural orientation(e.g. learning in a mobile world).
In particular, let's find the greatest common factor of each of these terms and then divide that out.
The fast way of doing it, if you had x minus 3, times x plus 2,you literally just want to multiply every term here times each of these terms.
Let's take a few minutes to break down what each of these terms actually mean and see how they affect the Internet service you receive.
Now to find the greatest common factor of these, the way I think about it is,I like to break up each of these terms into their constituent parts.