Extend equation resolution and edit documents online

How to Extend equation resolution with DocHub

When you need to apply a minor tweak to the document, it should not take long to Extend equation resolution. Such a simple action does not have to demand extra training or running through handbooks to understand it. Using the appropriate document modifying tool, you will not spend more time than is needed for such a swift change. Use DocHub to simplify your modifying process regardless if you are a skilled user or if it is your first time using an online editor service. This instrument will take minutes to learn to Extend equation resolution. The only thing required to get more effective with editing is a DocHub account.

Complete your edits in several easy steps.

Visit the DocHub website and then click the Sign up button.
Enter your email, create a security password, or utilize your email account to sign up.
Proceed to the Dashboard when the registration is done and click New Document to Extend equation resolution.
Upload the file from your documents or via a hyperlink from the selected cloud storage space.
Select the file to open it in editing mode and use the available instruments to make all required adjustments.
Right after editing, download the file on your gadget or save it in your documents with the most recent adjustments.

A plain document editor like DocHub can help you optimize the amount of time you need to dedicate to document modifying regardless of your previous knowledge of such instruments. Create an account now and boost your productivity immediately with DocHub!

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How to extend equation resolution

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okay in this video we want to look at the following question given natural numbers a B and C when does there exist integers x and y such that ax + b y equals c so this is known as a linear Diophantine equation and were trying to solve a linear diet and Diet Fantini equation so lets recall the following if C equals the GCD of a and B then there does exist so there exists x and y integers such that ax + b y equals GCD of a and b and so finding such XY uses something called the extended Euclidean algorithm which I have a few videos on so and in fact theyre infinitely infinitely many solutions for this x and y and i give an example of that as well so what well focus on for the rest of this video is are there any other values of C that allow us to solve this equation and what are they so Ill clean up the chalkboard and then well get into that question okay good so now well get on to answering the question is when can we find a solution to ax + B y equals equals C where a B and C ar

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