A typical table of values |
Naima says that a table of values is...
"A table of values is a list of numbers that are used to substitute one variable, such as within an equation of a line and other functions, to find the value of the other variable, or missing number."
No, Naima, you got that wrong, not that we're surprised by anything you get wrong. A table of values is, in fact, two lists of numbers; pairs of x and y values that solve some equation. For example, given the equation y = x - 3, your table would include the (x, y) pairs (5, 2), (4, 1), (3, 0), etc. Frankly, we can only guess at what you're talking about with that definition – after all, a table only contains SOLVED pairs – those for which the substitution, etc, has already been performed. Idiot... Naima did come close to the actual definition (we suspect that was probably by accident) while she was padding her answer out to meet eHow.com's minimum word count. That's when she declared that "Each equation has its own table of values by which the first column is used to find the second column. All of the resulting numbers answer the statement of the equation, such that y is equal to the value of x's calculation in the equation..." |
- "Once the table of values is completed, it is a simplified process to pull out the ordered pairs of (x,y) values..." Gee, Naima -- isn't that how you construct the table in the first place? Not to mention that "a simplified process" sends shivers down the spine of our grammarian!
- "Graphing a line from a table of values is not difficult. With just two coordinated pairs, (x,y) values that represent points on the line, the line can be drawn out and extended along its path, beyond the two graphed points." Clearly, Naima's never heard of non-linear equations: we doubt that she could graph y = x² from just two points. Grammatically speaking, WTF are "coordinated pairs"?
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