Examples of 'cosine of x' in a sentence
Meaning of "cosine of x"
The cosine of x is a mathematical function that represents the ratio of the adjacent side of a right-angled triangle to its hypotenuse. It is commonly used in trigonometry and geometry to calculate angles and distances in various calculations and formulas
How to use "cosine of x" in a sentence
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cosine of x
We have gone from e to the x cosine of x to e to the x sine of x.
And then we made this d is equal to cosine of x.
Cosine of x is equal to the adjacent over the hypotenuse.
Actually let me write that as cosine of x squared.
The cosine of x should go right here.
All of that over cosine of x squared.
And what we are going to do is we are going to substitute u for cosine of x.
This means cosine of x to the fifth.
This light blue line right here is cosine of x.
Which equals e to the x cosine of x plus e to the x sine of x.
And so this is the graph of cosine of x.
The derivative of cosine of x is negative sine of x.
We just figured out another way to represent cosine of x.
The derivative of cosine of x is minus sin of x.
Let us say we want to take the indefinite integral of x cosine of x d of x.
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Or the antiderivative of cosine of x is just going to be equal to sine of x.
We just have to figure out what the antiderivative of cosine of x is.
So this is cosine of x to the fifth.
The antiderivative of e to the x cosine of x dx.
So this is cosine of x divided by cosine of x.
And the sine and cosine of x.
Cosine of x is just a constant.
What allowed me to treat this cosine of x just like an x or.
Cosine of x becomes u.
So the antiderivative of cosine of x is sine of x.
Cosine of x squared.
So we can just write cosine of x.
Cosine of x d of x.
Calculates the exponential cosine of x.
It equals cosine of x again.
So the derivative of g of x is cosine of x.
Cosine of x is u.
This is just another way of writing cosine of x to the fifth power.
What was our substitution that we started with? u is equal to cosine of x.
So times cosine of x.
So the first derivative of this y prime is equal to A cosine of x.
It 's the average of e to the x cosine of x and e to the x sine of x.
What I have got here is the graph of y is equal to cosine of x.
And the antiderivative of cosine of x is sine of x, which is just as complicated.
It was the antiderivative of cosine of x.
Well, the partial of cosine of x with respect to x is minus sine of x.
Because u is just cosine of x.
Cosine of x is the derivative of the second expression, times the first expression, times x.
Let us do the cosine of x.
I have cosine of x squared, and then I have minus sin of x.
Sin of x over cosine of x.
Problem number six Let f of x is equal to the sine of x-squared plus cosine of x.
I do not know, x squared plus the cosine of x is equal to the square root of x.
So I am just going to graph y is equal to cosine of x.
Which equals e to the x cosine of x plus e to the x sine of x . I know it 's really messy.
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Examples of using Cosine
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We have gone from e to the x cosine of x to e to the x sine of x
Times cosine of minus mu x plus i sine of minus mu x
Is equal to the cosine over the sine
