Examples of 'squared times' in a sentence
Meaning of "squared times"
The phrase 'squared times' denotes a mathematical operation where a number is multiplied by itself and then multiplied by another number. It is commonly used in mathematical equations or expressions to indicate a specific calculation involving the square of a value multiplied by another quantity
How to use "squared times" in a sentence
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squared times
So this is equal to c squared times the transformation of a.
Lambda goes into lambda cubed lambda squared times.
Lambda squared times lambda is lambda cubed.
The volume of a cylinder is pi r squared times height.
Well we have n squared times n to the negative seven.
So this is equal to the lengths of a squared times the.
So x squared times x squared is x to the fourth.
We are multiplying one over c squared plus d squared times this.
Omega squared times z is omega squared z.
Omega to the third power is going to be omega squared times omega.
You multiply r squared times r you get r to the third.
And then x to the third can be written as x squared times x.
This is equal to a squared times cosine squared of s plus sine squared of s.
You are going to have k squared times ad.
So we say two squared times three times five for clarity.
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Pi is used to find area by multiplying the radius squared times pi.
And the denominator becomes a squared times f squared minus a squared.
B squared times square of A squared plus.
Goes x squared times.
So this is going to be plus mu squared times N.
And then omega squared times omega to the fourth is omega to the sixth.
So the volume of that disk would be the radius squared times pi times d y.
And then we have plus m squared times n times the mean of the x squared values.
It 's minus the principle square root of x squared times x.
If I said seven squared times seven to the fourth.
Squared times the exponential of minus x minus mu, all to be squared divided by 2.
It 's going to be equal to base squared times height squared.
So the x squared times x, that is x to the third.
What is x to the squared or x squared times x to the fourth?
We get a1 squared times this coefficient plus this coefficient.
This you can view as negative 1 times x squared times y squared.
Omega squared times omega squared is omega to the fourth -- omega to the fourth z.
So that literally means, x squared times x squared times x squared.
That the surface area of that torus is going to be 4 pi squared times a times b.
And then you have plus a2 squared times all of their coefficients added up.
So what 's threei squared? threei squared is equal to three squared times i squared.
And then minus b squared times a plus, it becomes a plus b squared over a squared x squared.
This becomes one over two to the third power times 1 over 5 squared times two squared.
All of that over a squared times b to the third power… times b to the third power.
The dissipation is proportional to the current squared times resistance I2R.
Let us say we have 2xy squared times negative x squared y squared times three x squared y squared.
So we will write it in the x squared place, 3x squared times.
So I do not know, it could be x squared times cosine of y or something.
B, D squared times the sum of pi cubed divided by D minus two.
Do you know how to integrate X squared times E to the minus X, without looking it up?
Well x goes into 3x to the third power 3x squared times.
So you have an x squared times 4 minus 5 over x.
We had to say x goes into 3x to the third 3x squared times.
We get 1 plus 2y squared times dy dx is equal to y cosine of x.
It goes into it 4x squared times.
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Examples of using Squared
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I squared the account with that rattlesnake
Metres per second squared vibration magnitude
So x squared over y squared is equal to x over y squared
Examples of using Times
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I saw her a few times in the town
Other times we do not have anything to say
She took it three times special physical
