Function is one of a concept in mathematics. Function is a relation such that every element of a known set is connected with an element of another set. A function generator is automatically generates the output value when we enter the input in a generator. In online, few websites are providing function tutoring. In this article we shall discuss for used function generator.
Application of function generator:
Draw graph for the given functions
Evaluate the given functions
Find the output of given functions.
Graph:
Function Generator Application Problem 2:
Evaluate the given trigonometry functions f(x) = -cos x and make the graph for the given function.
Solution:
We are going to locate the points of the given equation and make the graph. In the first step we take f(x) as y, we get
f(x) = -cos x
y = -cos x
In the above equation we put x = -2
y = -cos (-2)
y = 0.41
In the above equation we put x = -1
y = -cos (-1)
y = -0.54
Like this we find out the plotting points. From the values we get the following values
Graph:
Application of function generator:
Draw graph for the given functions
Evaluate the given functions
Find the output of given functions.
Sample Problem for Function Generator Application:
Function generator application problem 1:
Evaluate the given trigonometry functions f(x) = - sin x and make the graph for the given function.
Solution:
We are going to locate the points of the given equation and make the graph. In the first step we take f(x) as y, we get
f(x) = -sin x
y = -sin x
In the above equation we put x = -2
y = -sin (-2)
y = 0.909
In the above equation we put x = -1
y = -sin (-1)
y = 0.84
Like this we find out the plotting points. From the values we get the following values
Evaluate the given trigonometry functions f(x) = - sin x and make the graph for the given function.
Solution:
We are going to locate the points of the given equation and make the graph. In the first step we take f(x) as y, we get
f(x) = -sin x
y = -sin x
In the above equation we put x = -2
y = -sin (-2)
y = 0.909
In the above equation we put x = -1
y = -sin (-1)
y = 0.84
Like this we find out the plotting points. From the values we get the following values
X | -2 | -1 | 0 | 1 |
y | 0.909 | 0.84 | 0 | -0.84 |
Graph:
Function Generator Application Problem 2:
Evaluate the given trigonometry functions f(x) = -cos x and make the graph for the given function.
Solution:
We are going to locate the points of the given equation and make the graph. In the first step we take f(x) as y, we get
f(x) = -cos x
y = -cos x
In the above equation we put x = -2
y = -cos (-2)
y = 0.41
In the above equation we put x = -1
y = -cos (-1)
y = -0.54
Like this we find out the plotting points. From the values we get the following values
X | -2 | -1 | 0 | 1 |
y | 0.41 | -0.54 | -1 | -0.54 |
Graph:
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