How to find the domain of a line

Math can be difficult to understand, but it's important to learn How to find the domain of a line.

Explain mathematic problem

Solve math tasks

Solve Now

How to get the domain and range from the graph of a function

Graph m(x) = x m ( x) = x on the Cartesian plane to the right. The domain of m(x) m ( x) is: The range of m(x) m ( x) is: If any of the above do not exist, leave the answer box blank. 1 2 3 4 5 6 7 8 9 10 -1 -2 -3 -4 -5 -6 -7 -8 -9 -10 1 2 3 4 5 6 7 8

Determine Domain and Range from a Graph

Step 1: Draw the graph. Step 2: Find the possible values of x where f (x) is defined. Here the x values start from -2 and ends in 2. Step 3: The possible values of x is the domain of the function. \therefore ∴ the domain of the circle

Get Started

Its incredibly user friendly and so far the ads have been so easy to manage, no minute long videos, you can simply close the ad and keep using the app, my favourite so far. Love this app, worl very well, it also have a calculator but different from all,because it shows the steps so everyone can understand easily.

There is no ads, and the explanations are very clear, and spot on, i will definitely be using this now, and for years to come. I has helped me with so much, this app it's so goodand if you download this app so it's good and you should download for your all the maths question and it gives a right answer I have checked it from some of the tough question and some the easy questions so you should try it and it is too much good for your math subject for any of the class it can help you from class 1 to 12 or any other like you if you choose math class so it will also help you or scie.

Lots of simple explanations. This is godsaver, come in handy a lot for checking answers when answers are unavailable, pretty good and easy to find answers, just used it to test out and only got 2 questions wrong and those were questions it couldn't help with.

Determining the Domain and Range for Linear Functions

Find the domain and the range of the linear function y = 2x-2. Solution: The first thing we can see is that we do not have square roots or denominators. This means that we will not have problems with negative numbers in square roots

Instant Expert Tutoring

With Instant Expert Tutoring, you can get help from a tutor anytime, anywhere.

Stay in the Loop 24/7

Get the latest news and updates on the go with the 24/7 News app.

Deal with mathematic

I can help you with any mathematic task you need help with.

Fill order form

To place an order, please fill out the form below.