In Feburary 2016 12,
File servers store data for an entire network, just as an individual computer's hard drive stores data for that individual computer. File Transfer Protocol (FTP) servers run an FTP application to exchange files over the Internet, which is the world's largest network.
Similarities
File serving and FTP serving are both networking methods that involve file transfer between computers. FTP servers need to work together with file servers in order to function. In a network using FTP, file servers store data while FTP servers transmit that data over the Internet, with both being necessary for file transfer to occur.
Differences
FTP servers download files from or upload files to file servers. FTP servers move files to and from file server locations. FTP servers require file servers, but file servers do not require FTP servers, since file servers also serve various intranet networks not connected to the Internet.
In Feburary 2016 12,
Showing posts with label largest. Show all posts
Showing posts with label largest. Show all posts
Friday, 12 February 2016
Monday, 1 February 2016
Easy Ways of Adding Subtracting IntegersIn Feburary 2016 01,
In Feburary 2016 01,
The sum of two negative integers is found in the same manner as the addition of two positive integers. The two values are summed and retain the sign of the added values. For example, the sum of -2 + -3 is -5, while the sum of 2 + 3 is 5.
Addition of a Positive and Negative Integer
The sum of a positive and negative integer can easily be found by following three simple steps: identify the integer with the largest absolute value (a number's value irrespective of sign), subtract the integer with the smaller absolute value from the integer with the larger absolute value and retain the sign of the larger. For example, the sum of -5 and +3 is -2. The absolute value of the two integers is 5 and 3, respectively, so -5 has the largest absolute value. The difference between the number with the larger absolute value and the number with the smaller absolute value (5 - 3) is 2. Applying the sign of the integer with the larger absolute value then gives a final answer of -2.
Subtraction of Negative Integers
The procedure for finding the difference of two integers is the same for both two positive and two negative integers. Change the subtraction sign to an addition sign, reverse the sign of the integer being subtracted and then follow the addition rules for integers. For example, -3 - 5 is rewritten as -3 + -5. The values are then summed, and the sign of the two integers is retained, resulting in a difference of -8. Now take the opposite case. You would rewrite 3 - 5 as 3 + -5 and then use the directions in Section 2, subtracting the integer with the smaller absolute value from the integer with the larger absolute value (5 - 3 = 2) and then applying the sign of the integer with the larger absolute value, getting -2.
Follow the Rules
Subtraction of negative integers is the most difficult of the procedures to perform. However, if you follow the rules for addition in Sections 2 and 3, the process becomes very easy. Begin by transforming the problem from one of subtraction to one of addition as in Section 3. That is, transform the minus sign into a plus and then reverse the sign on the number being subtracted. For example, rewrite -3 - (-5) as -3 + (+5) or -3 + 5. Subtract the integer with the smaller absolute value from the integer with the larger absolute value (5 - 3 = 2) and then apply the sign of the integer with the larger absolute value, getting 2.
In Feburary 2016 01,
The sum of two negative integers is found in the same manner as the addition of two positive integers. The two values are summed and retain the sign of the added values. For example, the sum of -2 + -3 is -5, while the sum of 2 + 3 is 5.
Addition of a Positive and Negative Integer
The sum of a positive and negative integer can easily be found by following three simple steps: identify the integer with the largest absolute value (a number's value irrespective of sign), subtract the integer with the smaller absolute value from the integer with the larger absolute value and retain the sign of the larger. For example, the sum of -5 and +3 is -2. The absolute value of the two integers is 5 and 3, respectively, so -5 has the largest absolute value. The difference between the number with the larger absolute value and the number with the smaller absolute value (5 - 3) is 2. Applying the sign of the integer with the larger absolute value then gives a final answer of -2.
Subtraction of Negative Integers
The procedure for finding the difference of two integers is the same for both two positive and two negative integers. Change the subtraction sign to an addition sign, reverse the sign of the integer being subtracted and then follow the addition rules for integers. For example, -3 - 5 is rewritten as -3 + -5. The values are then summed, and the sign of the two integers is retained, resulting in a difference of -8. Now take the opposite case. You would rewrite 3 - 5 as 3 + -5 and then use the directions in Section 2, subtracting the integer with the smaller absolute value from the integer with the larger absolute value (5 - 3 = 2) and then applying the sign of the integer with the larger absolute value, getting -2.
Follow the Rules
Subtraction of negative integers is the most difficult of the procedures to perform. However, if you follow the rules for addition in Sections 2 and 3, the process becomes very easy. Begin by transforming the problem from one of subtraction to one of addition as in Section 3. That is, transform the minus sign into a plus and then reverse the sign on the number being subtracted. For example, rewrite -3 - (-5) as -3 + (+5) or -3 + 5. Subtract the integer with the smaller absolute value from the integer with the larger absolute value (5 - 3 = 2) and then apply the sign of the integer with the larger absolute value, getting 2.
In Feburary 2016 01,
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