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vb.net pdf 417 reader

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Graphing a linear equation, or using one to solve a GMAT problem, is largely a matter of plugging in values for x and then determining the resulting value of y, or vice versa For example, suppose you were to see a question along the lines of For the line described by the equation y = 5x 3, what is the value of x when y = 8 To solve this problem you would just plug in the given variable y = 8 and solve: 8 = 5x 3 5 = 5x x = 1 A single linear equation is easy to work with The situation gets more complicated, though, when the test makers throw another equation or two into the mix

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A system of linear equations is two or more equations sharing one or more variables A relatively simple system could take the form y = ax + b where a, b, c, and d are real numbers y = cx + d Systems could be much larger than this; really complicated ones could involve dozens of equations and variables On the GMAT, though, most of the linear equations you will see will involve only two equations with two variables, although you will occasionally see systems with three equations and three variables Regardless of size, systems of linear equations can be solved if four conditions are met: 1 There is but one dependent variable (which is often y, but does not have to be) 2 The number of equations equals the number of independent variables 3 None of the equations essentially restate another equation 4 No pair of equations represents parallel lines Let s look at how these rules can be applied on the GMAT Consider the following Data Sufficiency question: If 3y = 2x + 6, what is the value of x (1) 6y = 4x + 12 (2) 2y = 3x 3 As with any Data Sufficiency problem, you want to approach this one systematically First, what are you looking for You are looking for a specific value of x along the line described by 3y = 2x + 6 If you like to picture equations graphically, you are looking for an equation describing

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a line that intersects the line in the question stem, because the x value at the point of intersection will be the only possible value for x that satisfies both equations Let s consider statement (1): (1) 6y = 4x + 12 Is this equation sufficient, when combined with the equation in the question stem, to answer the question Let s consider the four conditions for whether or not a system of linear equations is solvable: it meets conditions 1 and 2, but it fails condition 3, because statement (1) is merely a restatement of the equation in the question stem with both sides of the equation doubled What this means is that it describes exactly the same line as the one described in the question stem, so it really gives us no new information Since statement (1) is insufficient, you can cross choices A and D off your list and move on to statement (2): (2) 2y = 3x 3 Does this system meet the 4 conditions stated above Yes: it meets conditions 1 and 2, it is not a restatement of the equation in the question stem, and if you were to graph the line in (2), you could tell that it is not parallel to the previous equation You actually have enough information right now to answer the question as B, statement (2) ALONE is sufficient, but statement (1) alone is not sufficient Let s go ahead and solve the system anyway 3y = 2x + 6 2y = 3x 3 can be restated as can be restated as 6y = 4x + 12 6y = 9x + 9 0 = 5x + 21 5x = 21 x = 21/5 We now have a single value for x, which confirms that the system of equations was solvable with the equation in statement (2) If we wanted to solve for y now, we would only have to plug our value for x into either of the equations and we would have the corresponding value for y The method we used to solve this system, which could be called the subtraction method, will work on all solvable systems of linear equations The steps are as follows:.

vb.net pdf 417 reader

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vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader

vb.net pdf 417 reader