# Exactly What Are Variables? - Integrated Algebra

For several, the thought of seeing letters or symbols in mathematics is unnerving. Frequently it's instructions within the British alphabet, other occasions it's it is a letter from another alphabet (many occasions Greek letters are employed) as well as other occasions it is a symbol of choice which is often used. Regardless of the letter or symbol used, the particular factor here's it's "variable."

So what is really a "variable"? An adaptable is just a letter or symbol selected to represent something. Let's see among how this can be used. You are introduced on the farm. You exit to go to college for four years and you also return. Your mother and father explain how they bought 7 cows within the last four years since you've been attending school and that for the reason that same period of time 3 cows passed away. Let's assume you've always wondered the amount of cows they'd before you decide to left for college.

First, let's assign the letter C to represent cows therefore we do not have to produce the word each time. We could also let I represent the quantity of cows you'd before you decide to visited college. As the parents did not keep records, I (the quantity of cows you'd before you decide to visited college) is unknown. Anything you can to accomplish however, is always to decide to count the current volume of cows round the farm. Let's assume you must do this and you also count 47 cows. And then we could use our knowledge of the current condition of cows along with the reported changes in the last four years to get the original volume of cows. We could translate this problem now as:

(Volume of Cows before college) (7 Cows bought)-(3 Cows died)=(47 Cows - current count)

To produce much simpler searching to manage we could substitute C for cows and i also for your Initial volume of cows before college to get the simpler searching equation of:

IC 7C-3C=47C

Since you need to solve for IC (Volume of Cows before college) we'll use consolidate this somewhere in the equation and move other values to a different side in the equation. To start lets consolidate like variables round the current side in the equation (7C-3C) which is the same as 4C to acquire:

IC   4C = 47C

From this level we could remove 4C from both sides (therefore keeping them equal) to acquire:

IC   4C - 4C = 47C - 4C

Whenever we simplify we have:

IC = 43C

So we've solved for IC (Volume of Cows before college) which is 43 Cows. Ideas used the letters I and C as "variables" (to represent a thing that we defined) and started to solve for your unknown "variable" I.