Examples of 'squared term' in a sentence
Meaning of "squared term"
squared term: In mathematics, a squared term is a mathematical expression in which a quantity is raised to the power of two (multiplied by itself)
How to use "squared term" in a sentence
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squared term
And a is the coefficient on the x squared term.
I have one x squared term here.
Divide all terms by the coefficient of the squared term.
S an squared term.
So first let us do the x squared term.
The x squared term is here, the coefficient is minus 9.
We have only one x squared term.
So you have a 5x squared term here and you have a 2x squared term right there.
And this is going to be an x squared term.
Test for a squared term in F q ;.
This is going to be our x squared term.
If A is not a squared term then W 3 is not equal to 1.
Let us do the x squared term.
You just take whatever is multiplying times the x minus whatever squared term.
Because the coefficient on the x squared term here is positive.
See also
Cause there is only one term that involves an x here . It 's the only x squared term.
We have an x squared term.
So in this example what 's A? Well, A is the coefficient on the x squared term.
This is an x squared term.
B plus D is a coefficient on the s squared term.
The coefficient on the x squared term is 1 . b is equal to 4, the coefficient on the x-term.
And then we have just the b squared term there.
And then the coefficient on the x squared term is 1 . The coefficient is 1 . It 's implicit.
The quadratic growth in the N squared term.
I like just having one coefficient on my x squared term so let me divide everything by a.
Divide each side by a, the coefficient of the squared term.
That 's a z squared term.
Factor out “ a, ” which is the coefficient of the squared term.
And then we have just the b squared term there. Plus 5b squared.
Because that 's the coefficient on the x squared term.
So this is a z squared term.
Let me go to orange . So here I have an ab squared term.
And then finally I have that last b squared term there, plus 5b squared.
Now our coefficient is a 1 on the y squared term.
And we have our -- this is my x squared term, my y squared term.
And then let us see, I have an a squared b squared term here.
Decide that the term f ( X 1 ) is a squared term in the field F q, and.
Well, A is the coefficient on the x squared term.
Deciding that the term f ( X 1 ) is a squared term in field F q ; and.
And then the coefficient on the x squared term is 1.
But I do not see a y squared term.
So here I have an ab squared term.
Then it is checked whether this term R 0 is a squared term as stated previously.
Well, they have this x squared term.
All right, the coefficient in front of the x squared term is equal to a 1.
Well, same drill . We have an x squared term.
So I have this 2a squared b squared term.
Finally, if term A is a squared term then,.
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So x squared over y squared is equal to x over y squared
