Examples of using Sine function in English and their translations into Indonesian
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Colloquial
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Ecclesiastic
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Computer
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Ecclesiastic
Composing with a sine function.
Use Sine Functions to Model Problems.
Here, sinh is the hyperbolic sine function.
Tutorial on sine function problems.
The sine function f(x)= a*sin(bx+c)+d is explored, interactively, using a large applet.
Tutorial on how to use sine functions to model problems.
Find the period,minimum and maximum values and location and sketch the graph of a composite sine function.
Tutorial on Sine Functions(2)- Problems.
This is a tutorial on the relationship between the amplitude,the vertical shift and the maximum and minimum of the sine function.
The derivative of sine functions are explored interatively.
The radius of the circle is then 360.60/2π= 3438 minutes andthe chord function Crd of Hipparchus is related to the sine function by.
Only the sine function was introduced into Islam from India.
The solution is to transform the sine function to a cosine function. .
If you started from sine functions, your solutions should be represented with sine functions when returning from phasors to time functions. .
Of the six, five seem to be essentially Arabic in origin;only the sine function was introduced into Islam from India.
Why cosine and sine functions are used while representing a signal or a wave?
They were the first Muslim tables and contained not simply the sine function but also the tangent(Maslama's interpolation).
Ptolemy's Almagest summarised and advanced these techniques and Hipparchus and Menelaus of Alexandria produced tables of whatwould today be called values of the sine function.
Why are cosine and sine functions used when representing a signal?
To that end, ROM has been used in many computers to store look-up tables for the evaluation of mathematical and logical functions(for example,a floating-point unit might tabulate the sine function to facilitate faster computation).
You can use the hyperbolic sine function to approximate a cumulative probability distribution.
A hundred years later, in the 1450s, the German scholar Johann Müller(the son of a miller) recognized the need to push trigonometry forward in order to work on astronomy,and published a book on triangles and the sine function, and spherical trigonometry.
One can easily notice that everycosine function is basically a shifted sine function.
Since we want to use sine functions as the base for creating the phasors, make sure that the Base function for AC is set to sine in the Editor Options dialog box from theView/Option menu.
As you can see,it is very easy to obtain the result using sine functions, especially when our initial data are sine waves.
Let's see the solution to this example using the sine functions as the base of the phasors(transforming sin( w t) to the real unit phasor(1)).
This method requires you to know how to do sine functions(or at least to have a calculator with a sine function).
We could of course convert both voltages to cosine functions, compute the answer,and than convert the result back to a sine function- but this isn't necessary.
Building on earlier work by Greek mathematicians such as Menelaus of Alexandria andIndian work on the sine function, he gave the first extensive exposition of spherical trigonometry, including listing the six distinct cases of a right triangle in spherical trigonometry.