Примери за използване на Distributive property на Английски и техните преводи на Български
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Use the distributive property.
Let's do some problems with the distributive property.
Distributive property in action.
This is just the distributive property.
Apply distributive property of multiplication.
Now they say to use the distributive property.
Use the distributive property to simplify the following fractions.
And then you just do the distributive property.
It's called distributive property cause you're distributing the a in all of the terms in the expression that your multiplying a by.
So you see why the distributive property works.
I just want to show you really that this is just the distributive property.
Now, you can do the distributive property again.
And I actually want to show you that all we're doing here is the distributive property.
But the important thing to realize is essentially you just use the distributive property and realize that you can only add real terms to each other.
One of the most important aspects of a laser hologram is that it exhibits the distributive property.
And now we would do the distributive property again.
So in this way I just multiplied these two expressions or these complex numbers,really I multiplied them just using the distributive property twice.
But let's just do the distributive property here.
In the first distributive property video, we gave you an idea of why you have to distribute the 5, why it makes sense, why you don't just multiply it by the 9.
And then we can just apply the distributive property.
Just in case you do forget this when you are 35 or 45 years old and you are faced with multiplying binomial,you just have to remember the distributive property.
And now we can apply the distributive property again.
And really, when we do all of these polynomial multiplications,all we're doing is the distributive property repeatedly.
Because if you were to multiply just the x terms here,when you actually do your distributive property and multiply out these binomials, you will just get an x to the third, but we had an ax to the third.
Now I mentioned that this way I just did the distributive property twice.
Expand this expression using the distributive property of multiplication.
He published around 50 papers andwas one of the first to investigate the basic properties of numbers, such as the distributive property, that underlie the subject of algebra.
Well, we just straight up use the distributive property here.
He has published around 50 papers andwas one of the first to investigate the basic properties of numbers, such as the distributive property, which underlies the subject of algebra.
He investigated the basic properties of numbers, such as the distributive property, that underlie the subject of algebra.