# Function Calculator

Want any assistance in solving the given function? Then, make use of this Function Calculator. This is best option for you as it gives accurate answers in fraction of seconds. Simply provide your input as the function and press on the calculate button of the calculator to avail the output in no time.

Function Calculator: This best handy calculator generates the output as x-intercept, y-intercept, slope, curvature, derivative of the function. Students can get the step by step procedure on how to solve the functions in the following sections. Have a look at them and follow whenever required. You can obtain the result along with the detailed work so that you can learn and understand the concept.

## Steps by Step Procedure to Solve Functions

Here is the simple method to solve the functions. Go through these steps and understand them to compute the function easily. Using these steps, you can find the slope, x-intercept, y-intercept, and derivative values of a function effortlessly.

• Take any function
• To compute the x intercept set y = 0 and solve the function
• Set x = 0 to get the y intercept value.
• To get the slope value convert the function into this form y = mx + c
• Where m is the slope and c is the constant, the coefficient of y should be 1.
• The derivative of a function can be computed by applying the derivative function and getting the value.

Example

Question: Find the x-intercept, y-intercept, slope, derivative and curvature of the function f(x) = 3x - 10?

Solution:

Given Function is

f(x) = 3x - 10 = y

Set y = 0,

0 = 3x - 10

3x = 10

x = 10/3

(10/3, 0) is x-intercept.

Set x = 0,

y = 3(0) - 10

y = -10

(0, -10) is y-intercept.

Slope:

Convert the given function into y = mx + c form

y = 3x - 10

m = 3, c = -10

Slope is 3.

Curvature is 0.

Derivative of the function is

dy/dx = d/dx(3x - 10)

= d/dx(3x) - d/dx(10)

=3

x intercept is 10/3, y intercept is -10, slope is 3, curvature is 0, derivative is 3.

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### Frequently Asked Questions on Function Calculator

1. What are the functions?

Functions are defined as the equation where it gives one output for every input. Function is a mathematical rule that defines the relationship between dependent and independent variables.

2. How can you represent functions?

The standard form to represent the functions are f (x) = y.

Where, x is the input

y is the output of the desired function'F represents the function.

3. What is the difference between relation and function?

Relation means collection of inputs and outputs which are related to each other in some way. If each input of the relation having exactly one output, then that relation is called a function.

4. What is the domain and co domain of a function?

Domain of a function is the set of inputs for which the function is defined. A co domain is the set of possible output values of the function.

5. What are the different types of functions?

The different types of functions are Linear function, Quadratic function, Exponential function, Power function, Polynomial function, Logarithmic function, and so on.