eg: UK or Brides UK or Classical Art or Buy Music or Spirituality
 
eg: UK or Brides UK or Classical Art or Buy Music or Spirituality
 

Your Online Guide » »

[F282]Finding The Greatest Common Factor
by ,
Symbol: ( ) means greatest common factor. For instance, (6,8) means the greatest common factor of 6 and 8.
First, find all the factors of 6. The factors of 6 are all the numbers that when multiplied by another number give us 6. Those are, 1, 2, 3, 6. This is so because:
1*6=6 and 2*3=6 So you see that each number when multiplied by another number gives us 6.

Second, Find the factors of 8. Those are, 1, 2, 4, 8. So, now, when we look at the factors of 6 and 8
for 6: 1, 2, 3, 6; for 8: 1, 2, 4, 8. We see that 1, and 2, both appear in the factors of both six and 8: Now, of the factors that appear in both numbers, that is 1 and 2, the greatest one is 2. *

We use greatest instead of greater because when we speak of bigger numbers, there might be more than just two numbers that are common factors.

Factoring A Difference Of Two Squares

Once students are familiar with the idea of factoring, there are shortcuts to the FOIL method of quadratic equation factoring. One of these is factoring a difference of two squares. A difference of two squares means that we have a monomial multiplied to another monomial to give us a quadratic function where one monomial is a conjugate pair of the other and the middle term in the quadratic form of an equation disappears.

A quadratic equation is represented by ax^2+bx+c, when the "bx" term disappears, we have a difference of two squares. Example: (x-3)*(x+3), here (x+3) is a conjugate pair of (x-3), and here is where we get a difference of two squares. (x-3)(x+3), using the FOIL method, is:

(x)(x)+(x)(3)+(-3)(x)+(-3)(3)=
x^2+3x-3x-9
x^2-9.

Here, we see that since the middle term disappeared, we see that (x-3)(x+3) is simply X^2-(3)^2, the two squares being X and 3, which is why it is called the difference of two squares.

Of course, the same thing would result if we were doing (x+3)(x-3) since multiplication is commutative.

Now, to give more examples:

(x+4)(x-4)= (x^2-4^2)=(x^2-16)

(x+9)(x-9)=(x^2-9^2)=(x^2-81)

And so on, from here on, the patern is too clear and it would be too much repetition to go on.

London is one of the main areas within the United Kingdom where conferences are held. The well established transport network makes it easily accessible from all over the United Kingdom. There is a wide range of conference venues in London ranging in size, price and style. With such a large choice, there is a conference venue suitable for everyone.

There are a few well established conference venues in London that are dedicated to dealing with conferences and they provide very good facilities to run a successful conference. The Mermaid Conference centre is one of the most popular in London with a maximum capacity of six hundred people theatre style. This conference venue in London has a variety of rooms and is well located next to the River Thames. Other popular conference venues in London include the Church House Conference Centre, the Cavendish Conference Centre, The Barbican and the QE2 Conference Centre. These London conference venues run conferences around the year and are well prepared to host any conference.

Hotels are increasingly marketing their meeting and conference facilities along with the added advantage of being able to offer accommodation for any delegates. Hotels that can be used as conference venues in London include the main chains such as Marriott, Thistle, Holiday Inn and Hilton hotels. The Millennium Gloucester in Kensington has a conference centre on site which can accommodate up to five hundred people theatre style and plenty of bedrooms too. These types of conference venues in London usually have a selection of rooms so if you need syndicate rooms then they can accommodate this.

There are also conference venues in London that are neither conference centre nor hotels. Venues such as the Cafe Royal in Regent Street provide a selection of rooms in a unique setting. They have fifteen rooms and can hold up to a maximum of five hundred and forty people. This is a popular conference venue due to its central location and wide choice of spaces for hire. These types of conference venues provide you with all the facilities needed but also provide a unique setting rather than the standard conference venue in London. The London Art House is another example of a conference venue in London that provides a very unique setting but can accommodate conferences for up to two hundred and eighty people theatre style.

Conference venues in London can be found all around the capital. Location is always important to consider, but price and the right type of venue is also important. Conference venues in London will vary in price and what is included in the day delegate rates. It is always worth comparing different conference venues so that the most suitable venue is found. Free venue finders can do this and usually offer a quick turn around time and can provide you with a choice of venue options that fit your requirements. Additionally they may suggest conference venues in London that you were unaware of. It is definitely worth considering using a free venue finder as they can be very useful in finding a venue.
Article Source :

Shaun Parker has sinced written about articles on various topics from Online Marketing, Auto Insurance and Wedding Bells. Shaun Parker is a professional event finder and he helps people find event venues for their event.. Shaun Parker's top article generates over 246000 views. to your Favourites.
EditorialToday has 0 sub sections. Such as . With over 20,000 authors and writers, we are a well known online resource and editorial services site in United Kingdom, Canada & America . Here, we cover all the major topics from self help guide to A Guide to Business, Guide to Finance, Ideas for Marketing, Legal Guide, Lettre De Motivation, Guide to Insurance, Guide to Health, Guide to Medical, Military Service, Guide to Women, Pet Guide, Politics and Policy , Guide to Technology, The Travel Guide, Information on Cars, Entertainment Guide, Family Guide to, Hobbies and Interests, Quality Home Improvement, Arts & Humanities and many more.
About Editorial Today | Contact Us | Terms of Use | Submit an Article | Our Authors