Examples of 'x is equal to negative' in a sentence
Meaning of "x is equal to negative"
x is equal to negative: Likely refers to a mathematical equation where the variable x is stated to have a negative value. This phrase is commonly used in algebra and equations to denote specific numerical relationships
How to use "x is equal to negative" in a sentence
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x is equal to negative
The solutions to this equation are x is equal to negative b.
X is equal to negative ten over nineteen.
We have got x is equal to negative two.
Find the value of x for which f prime of x is equal to negative 3.
We have when x is equal to negative 1, this equation or this function is undefined.
Our solutions are going to be x is equal to negative b.
So we have f of x is equal to negative x squared plus 6x minus 1.
So let us try first what happens when x is equal to negative 2.
Well we went from x is equal to negative 1 to x is equal to 3.
And this exact function is not defined when x is equal to negative 8.
And you get x is equal to negative 2.
But then for negative values, the absolute value of x is equal to negative x.
So here we have f of x is equal to negative 3 times g of x.
And this coordinate, they are telling us when x is equal to 3, f of x is equal to negative 4.
What happens when x is equal to negative two?
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So if x is equal to negative 1, what does this equation become?
Now let us try when x is equal to negative 3.
So when x is equal to negative 16, it does satisfy the original equation.
And they tell us that x is equal to negative 1.
Take x is equal to negative 4.
We can never quite get to x is equal to negative 4.
Let me draw x is equal to negative 4 as a dotted line, right there.
Let us see what happens when x is equal to negative 1.
We get x is equal to negative 9.
So we say y undefined when x is equal to negative 1.
When x is equal to negative 1, what is this telling us?
Let us start with x is equal to negative 4.
So, x is equal to negative 3/4 is the vertex of this parabola.
So let us say that x is equal to negative 3.
So if x is equal to negative 5, f of x would equal plus 2.
So y is equal to six when x is equal to negative 1.
So when x is equal to negative 1, you substitute here, the.
Now g hits that same value when x is equal to negative 1.
That is x is equal to negative 4.
And we can apply the quadratic formula, we get X is equal to negative b.
Let us say x is equal to negative 1.
And then we would say that x is equal to 5 or x is equal to negative 1.
This could also be x is equal to negative 1 times 2x minus 6 squared.
If you go one above the vertex, f of x is equal to negative 2.
And we saw when x is equal to negative 1, it 's undefined.
And we can divide both sides by 2 and we get x is equal to negative 3.
And when you subtract x is equal to negative 2, you are adding 2 here.
So the left-hand side does equal the right-hand side when x is equal to negative 9.
You could get x is equal to negative 2.
So let us take some x values here . Let us start with x is equal to negative 4.
So y is equal to 2 when x is equal to negative 1 . Of course you have your plus b.
So y is eqaul to 6 . So y is equal to six when x is equal to negative 1.
When x is equal to negative 1, what do we have?
So the roots are x is equal to negative 3.
When x is equal to negative 5, it 's the same thing as x is equal 5.
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