kuta software infinite algebra 2 worksheet answers
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A worksheet is a sheet of paper, or on a computer, on which problems are worked out or solved and answers recorded.
Students in a school may have 'fill-in-the-blank' sheets of questions, diagrams, or maps to help them with their exercises. Students will often use worksheets to review what has been taught in class. A worksheet generator is a software program that generates problems, particularly in mathematics or numeracy. Such software is often used by teachers to make classroom materials and tests.
In accounting a worksheet often refers to a loose leaf piece of stationery from a columnar pad, as opposed to one that has been bound into a physical ledger book. From this, the term was extended to designate a single, two-dimensional array of data within a computerized spreadsheet program. Common types of worksheets used in business include financial statements, such as profit and loss reports. Analysts, investors, and accountants track a company's financial statements, balance sheets, and other data on worksheets.
In the Microsoft spreadsheet program Excel, a single document is known as a 'workbook' and by default each workbook contains three arrays or 'worksheets'. One advantage of such programs is that they can contain formulae so that if one cell value is changed, the entire document is automatically updated, based on those formulae.
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Answers:Download Graph 4.4 from www.padowan.dk for free. On "Insert function", type - x^2, then "OK" On "Insert function", type (1/2)*x^2, then "OK" To graph y = - x^2 x....y -2...- 4 -1...- 1 0....0 1....- 1 2....- 4 To graph y = (1/2)*x^2 x.....y -2....2 -1....1/2 0......0 1......1/2 2......4
Answers:Think of the variables as a sequence - recursively defined. This will make the solution easier than if you think of them as just variables. There is clearly an even/odd split, since evens and odds don't appear in the same equations. So first odds: x5 = -x3 - x1 x7 = -x5 - x3 x9 = -x7 - x5 etc. So you have two you can choose - x3 and x1. So say x1 = a, x3 = c. Likewise for the evens: x6 = -x2 - x4 x8 = -x4 - x6 etc.. So let x2=b and x4=d. Then your solutions are: x1 = a x2 = b x3 = c x4 = d x5 = -a-c x6 = -b-d x7 = a x8 = b x9 = c x10 = d etc. (it repeats from here) Now, the dimension of the solution space is clearly 4, since it's defined by (x1,x2,x3,x4)=(a,b,c,d), despite being a subset of an infinite dimensional space.
Answers:try with google
Answers:Don't know. Post the questions -- and your attempts at answering them (be sure to show your work) -- and we can probably HELP you with YOUR homework!