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One of the assumptions you have to get through is that weighing the jars themselves is helpful After a little thought you realize it isn t Another assumption is that you can only weigh one pill from each jar This is not a stated constraint, and in fact weighing only one pill from each jar won t get you the answer The solution is to weigh a different number of pills from each jar Say you take one pill from jar 1, two from jar 2, three from jar 3, and four from jar 4 (You can take five from jar 5 or more elegantly zero from jar 5, either way you ll get the answer) Now there are five cases and five possible results: Jar 1 is contaminated The weight will be 1 9 + 2 10 + 3 10 + 4 10 = 99 Jar 2 is contaminated The weight will be 1 10 + 2 9 + 3 10 + 4 10 = 98 Jar 3 is contaminated The weight will be 1 10 + 2 10 + 3 9 + 4 10 = 97 Jar 4 is contaminated The weight will be 1 10 + 2 10 + 3 10 + 4 9 = 96 Jar 5 is contaminated The weight will be 1 10 + 2 10 + 3 10 + 4 10 = 100 Says Ole Eichorn: This puzzle would be a pons asinorum for me, that is, if a programming candidate couldn t figure this out after a while, I d probably consider them non-qualified By the way, a pons asinorum is a problem that severely tests the ability of an inexperienced person That phrase is the basis for a puzzle in itself For a more conversational approach to this puzzle, consider this candidate s response: If I m allowed just one weighing, I need to get all the information necessary to discriminate between contaminated and noncontaminated pills Here s one way to approach the problem First, mark the jars with numbers from 1 to 5 Now, take 1 pill from jar 1, take 2 pills from jar 2, take 3 pills from jar 3, take 4 pills from jar 4, and take 5 pills from jar 5 Put all of the 15 selected pills on the scale and take the measurement Now, if all the pills were noncontaminated,.

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6:

The exe link allows investigators to recover deleted files as long as they are still running For example, suppose that you issue the following commands:

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Performing mathematical operations in Excel is pretty simple, and even the more complex calculations can be performed with functions, built by tools that guide you through the process of doing the math For formulas you create from scratch, however, you need to know the math behind the operation If you want to figure out the difference between last year s sales and this year s, you need to know how to structure that formula is it this year s minus last year s or last year s minus this year s Once you know how the math should go, however, constructing the formula is easy, and Excel will perform the calculations flawlessly And unlike your speedy fingers on a calculator, Excel won t make a mistake When it comes to calculations on an Excel worksheet, they re generally performed by telling Excel to take one cell s numeric content and add it to, subtract it from, multiply it by, or divide it by another cell s content For example, if the number 50 is in cell B5 and the number 72 is in cell C5 and you want to multiply them, the formula should multiply B5 times C5, not 50 times 75 Why So that if you change the number in B5 to 60, the result changes automatically If you use the actual numbers in the formula, you have to redo the formula from the beginning, editing the formula within the worksheet to recalculate with new numbers By using cell addresses in the formula, whatever s in the cell is used in the formula, and changes need only be made in the cell in order to see them reflected in the formula result Excel has some basic structural requirements for formulas First, the formula goes in the cell where the result should be, not in any of the cells that contribute to the formula As shown next, the formula that calculates the difference between two years sales goes in the Difference column, and it refers to cells in the 2001 Sales and 2002 Sales columns.

that is each weighed 10 grams, the total weight on the scale would be 150 grams (1 10 + 2 10 + 3 10 + 4 10 + 5 10) But since a number of contaminated pills actually weigh 9 grams, the total will be somewhat less How much less Subtract the actual measurement from 150, and the resulting number will point directly to the contaminated jar I m not aware of any other way to solve this problem By the way, it is easy to demonstrate that this solution works Assume that jar 4 has the contaminated pills Then the total weight on the scale will be (1 10 + 2 10 + 3 10 + 4 9 + 5 10 = 146 Now subtract 146 from 150, which leaves 4, the number of the jar containing the contaminated pills Solution: Take as many pills from each jar as corresponds to the number of the jar

The /root/ir/lo program is unlinked from the file system An ls command in the /root/ir directory will not show the lo program on the file system However, when you review the contents of the /proc/970 directory, you see this output (again, the line numbers were added for this discussion):

The second requirement is that all formulas begin with an equal sign Why Think of it this way: This cell is EQUAL to as you click in a cell to start a formula If you think of each formula as simply a sentence, expressed mathematically, you won t forget the equal sign, and it can also help you organize your formula in your head before you begin to create it

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