Примери коришћења Number of solutions на Енглеском и њихови преводи на Српски
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Number of solutions(algebra).
Increased number of solutions.
An undefined problem has an infinite number of solutions.
There's an endless number of solutions for this system.
An undefined problems has an infinite number of solutions.
There are a number of solutions for situations like this.
There are an infinite number of solutions.
Com offers a number of solutions with dedicated resources for demanding websites.
That will be the number of solutions.
Determine the number of solutions to the quadratic equation, x squared plus 14x plus 49 is equal to 0.
They have an infinite number of solutions.
Determine the number of solutions for each of these equations, and they give us three equations right over here.
We have increased the number of solutions we have.
And like the previous scenario,we would have an infinite number of solutions.
It determines the number of solutions we have.
So in this situation,we know that we must have an infinite number of solutions.
There are an infinite number of solutions to this system.
Using the quadratic formula: number of solutions.
Over the years, a number of solutions for this problem have appeared.
Remember there are an infinite number of solutions.
I think there are a number of solutions, a number of different options and we look at all options,” the US president told the press.
So this actually has an infinite number of solutions.
So if we want to figure out the number of solutions for this equation, we don't have to go through the whole quadratic equation, although it's not that much work.
This problem has been known for many years and a number of solutions have been produced.
The following tables give the number of solutions for placing n queens on an n× n board, both fundamental(sequence A002562 in the OEIS) and all(sequence A000170 in the OEIS).
So we're going to get an infinite number of solutions for the system.
The following table gives the number of solutions for placing n queens on an n× n board, both fundamental(sequence A002562 in the OEIS) and all(sequence A000170 in the OEIS), for n=1- 10.
The whole point of this question was to identify the number of solutions that it has, the system.
There is an infinite number of solutions for this system.
But what I want to do here is actually explore the quadratic formula, andthink about how we can determine the number of solutions without even maybe necessarily finding them explicitly.