How To Implement eSign in Word

Sure it can.Both people and computers can represent numbers in a whole lot of ways. The word “binary” usually refers to how you represent small natural numbers in base [math]2[/math], but there are many different representation schemes for other types of numbers.What you may be thinking of is that the rational number [math]1/10[/math] cannot be precisely represented by one of those representation schemes: floating-point arithmetic with a base-[math]2[/math] exponent.In floating-point arithmetic with base [math]b[/math] we represent a number [math]X[/math] as a triplet of numbers [math](s,m,e)[/math] where[math]\displaystyle X=(-1)^s\times m \times b^e[/math]Here [math]s[/math] is just [math]0[/math] (for positive numbers) or [math]1[/math] (for negative numbers), [math]m[/math] is called a mantissa and is a natural number in some fixed range, [math]b[/math] is a fixed number (usually [math]2[/math] or [math]10[/math]) and [math]e[/math] is another (positive or negative) integer called the exponent, also limited to some prescribed range.This is a pretty good representation scheme. It combines high precision with a decent range for both large and small numbers, and it enables arithmetic operations to be carried out reasonably efficiently – though it makes addition and subtraction much harder than multiplication and division, confusing many people who are used to it being the other way around.As you can see, there are different flavors of this representation, depending on the value of [math]b[/math] and the allowed ranges for [math]m[/math] and [math]e[/math]. One of the prevailing current standards, IEEE 754, doesn't actually enforce all of those details. It allows both [math]b=2[/math] and [math]b=10[/math].If [math]b=10[/math], you can definitely represent [math]1/10[/math] precisely:[math]\displaystyle \frac{1}{10}=(-1)^0\times 1\times 10^{-1}[/math]so [math]1/10[/math] is represented with complete precision as [math](0,1,-1)[/math].This, incidentally, is totally independent of how the numbers [math]m[/math] and [math]e[/math] themselves are represented. They can be stored as base [math]2[/math], base [math]10[/math] or anything else; the sign of [math]e[/math] can be stored separately, or sometime a fixed offset is subtracted from the stored value of [math]e[/math], and so on – it doesn't matter. As long as you’re using [math]b=10[/math], you can represent [math]1/10[/math] precisely.Now, if you choose to implement floating-point arithmetic using [math]b=2[/math] as a base, then of course the only numbers you can represent precisely are certain rational numbers whose denominators are a power of [math]2[/math]. You certainly can't precisely represent anything else, including fractions whose denominator has prime factors other than [math]2[/math].But again: floating-point arithmetic with base [math]2[/math] isn't the only option for floating-point arithmetic, and floating-point arithmetic of any kind isn't the only way of representing numbers in computers. Computer hardware or software can be designed to represent fractions [math]a/b[/math] as pairs of integers [math](a,b)[/math], allowing you to represent any rational number whose numerator and denominator are within a reasonable range. In this method, [math]1/10[/math] would get stored as [math](1,10)[/math], which is [math](1,1010)[/math] in binary. Not a problem at all.

There were a few single sign on plugins available but they haven't been updated in a while.http://wordpress.org/extend/plug...http://wordpress.org/extend/plug...most use some 3rd party or other such as active directory or LDAP.there probably is plugins available for openID which may help.there's also http://wordpress.org/extend/plug...which could help.though i'm not an avid supporter of single sign on personally, i think it's a huge security risk that will eventually turn round & bite people in the a** and cause lots of grief. Although I have bid a good bye wordpress long ago.

You can use digital signatures, these days lot of official work is being carried out on digital signatures.You can speak to the technology team, which class of digital signatures would work best considering the users and your website.

How do you type a greater than or equal to sign in Microsoft Word Nagendra, This works on a Apple keyboard in any program that you type text into even Microsoft Word. You use one of the modifiers keys. On a normal Apple keyboard you press the coma key or the period key while pressing the option key, which is one of the keyboard modifier keys. So while holding the option key, also press the Coma key to get the ≤ symbol (the less than or equal to). To get the %3C symbol (less than) you type the coma key while holding the shift key. To get the ≥ symbol (the greater than or equal to) use the option key and the period key. To type the %3E symbol (greater than) press shift and period key. On a PC keyboard it is just a little different. Refer to the key below. Whether mathematical or scientific (S = hold down Alt key, type the number on the numeric keypad, then select the character and change to the Symbol font; U = Unicode = in Microsoft Word, type the four-letter code, then press Alt+X before you move the cursor) In Microsoft Word on PC it is quick to go to Insert, Advanced Symbol. Select the ≥ symbol and click Insert.

To “execute” does not really mean “to implement a plan”. Rather, it means “to carry out”. It refers to following through on a plan or an order.In the context of a plan, if you say you are going to do something, to be effective you should not just talk about it but carry it out.If breaking a certain rule was punishable by death and the rule was indeed broken the execution needed to be carried out.The word derives from the Latin executare, to follow up, to carry out.

I have been looking at the same thing recently. The explanations here are both very good, depending on how you want this to happen:http://chandoo.org/wp/2008/04/22...http://www.clearlyandsimply.com/...