Discover the quickest way to Excise Equation Application For Free
Excise Equation Application For Free easily
Contrary to popular belief, editing documents online can be trouble-free. Sure, some file formats might appear too challenging with which to work. But if you have the right solution, like DocHub, it's easy to tweak any file with minimum resources. DocHub is your go-to solution for tasks as simple as the ability to Excise Equation Application For Free a single file or something as intimidating as handling a massive pile of complex paperwork.
Below, you can find six simple steps to get you started and Excise Equation Application For Free with DocHub:
- Navigate to the upload page and select how you want to add the file.
- You can start editing your file when you’re taken to the editor.
- Find the needed option to Excise Equation Application For Free and use the undo option to revert unwanted changes.
- Take advantage of the tools at the top of your editor to make your added file look neater, more structured, and more professional.
- Share your file with other people or download it to your computer.
- Upload a different file and keep checking out DocHub’s features.
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How to Excise Equation Application For Free
- THE COMPANY CINGULAR HAS A MONTHLY CELLULAR PLAN WHERE A CUSTOMER PAYS A FLAT MONTHLY FEE AND THEN A PER MINUTE FEE. IF A CUSTOMER USES 360 MINUTES THE COST WILL BE $38.00 AND IF A CUSTOMER USES 800 MINUTES THE COST IS $60.00. FROM THIS INFORMATION WE WANT TO FIND A LINEAR EQUATION FOR A TOTAL MONTHLY COST WHERE WE LET X = THE NUMBER OF MINUTES USED PER MONTH AND Y IS = TO THE TOTAL MONTHLY COST. WE ALSO WANT TO KNOW HOW MUCH WILL THE MONTHLY COST BE IF THE CUSTOMER USES 1,200 MINUTES. SO TO GET THIS STARTED WERE GOING TO REPRESENT THE GIVEN INFORMATION AS ORDER PAIRS WHERE AGAIN THE X COORDINATE WILL BE THE NUMBER OF MINUTES USED AND THE Y COORDINATE WILL BE THE TOTAL MONTHLY COST. SO USING THIS SENTENCE HERE, ONE ORDERED PAIR WOULD BE 360, 38 AND THE SECOND ORDERED PAIR WOULD BE 800, 60. SO USING THESE TWO ORDERED PAIRS OR THESE TWO POINTS WELL NOW BE ABLE TO FIND THE LINEAR EQUATION THAT WILL MODEL THE TOTAL COST PER MONTH. LETS GO AHEAD AND DO THIS ON THE NE
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