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The GMAT sometimes tests statistical concepts visually The next several problems involve the data set at the right and the graph below Each of the points at the right is plotted on the graph as an X-Y pair (the Xs run horizontally, and the Ys vertically) Since these are drill questions, they will differ a bit from those on the GMAT While you can calculate the values by hand, you shouldn t need to do so, and you probably wouldn t be able to do so in the two minutes or so that you ll have for each question X 223428 76654 85955 143589 176411 64042 216396 194805 129962 105549 183253 190539 67122 119699 79197 97871 110604 43302 56040 85695 25882 10875 31519 07774 09194 00596 08907 28510 19444 05687 Y 02141 111677 08881 05454 17067 134480 03005 66545 72681 105108 38199 247435 84796 28641 32149 30499 14132 08355 17807 30499 17312 01513 04525 13067 02024 00367 01811 03191 09149 03620

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1 Which is greater, the mean of the Xs or the mean of the Ys 2 Which is greater, the median of the Xs or the median of the Ys 3 Which is greater, the range of the Xs or the range of the Ys 4 Which is greater, the mode of the Xs or the mode of the Ys

8 To hide an element without taking up any space, the needed a display B hidden C visibility D show 9 The CSS a layout B formatting C rendering D box controls how screen objects are formatted

1 X

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add up the sums by hand and then divide by 30 to get an exact figure, but if the GMAT gives you a distribution like this, you would be better off saving your time by estimating it visually Six of the X values are over 15, while only one Y value is over 15, which is a pretty strong indicator that the Xs have a higher mean

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2 X

up from least to greatest, and then pull out the middle values, but that would take time The quicker approach is to see where the weight lies along each dimension The Xs appear to be reasonably evenly distributed along their axis, but the Ys clearly cluster toward the bottom You might note that there are times when the mean of one set will be larger, but the median of the other will be the greater That would be a fine observation; it s just not the case here

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3 Y

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calculate; you just need to identify the outliers for both X and Y and see which ones have the bigger range You could also do this visually; there are both X and Y values very close to 0, but there is a Y value, 247435, that is clearly larger than the largest X value, 223428 Even without calculating an exact range, you could estimate that the range of the Ys would be about 25 larger than the range for the Xs

This chapter will show you how to use JavaScript It is not intended as a primer on programming This chapter will not teach you how to program It will show you how to include JavaScript in your pages

4 Y

The GMAT tests your knowledge of probability in a number of different ways, but all of the questions boil down to the same concept The probability that an event X will occur = The number of possible outcomes in which X occurs The total number of possible outcomes e This probability can have a maximum value of 1 or 100 percent if every possible outcome results in X, and a minimum value of 0 or 0 percent if none of the possible outcomes result in X For example, if you reach into a bag filled with nothing but green jellybeans and pull out a jellybean, the probability that that jellybean will be green is 100 percent If you reach into the same bag and pull out another jellybean, the probability that that jellybean will be purple is 0 percent, because there are no possible outcomes in which a purple jellybean can be removed from a bag filled only with green jellybeans

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