kitty<3

If you mean just how to "do" fractions, you write them as a numerator (top number) over denominator (bottom number).

This page can help you out: http://www.mathsisfun.com/fractions.html

You can add or subtract (more easily) when the denominators are the same, but you can multiply or divide them even when the denominators are different. If you are dividing, you need to flip the fraction you are dividing by (divisor) and multiply the first fraction by it.

Ex: (1/2) / (1/4) = (1/2) * (4/1) = 2

Hi guys! Sorry about that, oops!

So as Alan and Melody both pointed out, in this equation √9 would equal only positive 3.

As a result, x = 13

x-10=√9

First add 10 to both sides.

x = 10 + √9

now √9 is equal to plus or minus 3, since (-3)² and (3)² both equal 9. However, positive 3 is called the principal (main) square root.

So technically there are two equations: x = 10 + 3  or  x = 10 + (-3)

So x = 13  or  x = 7

As Melody pointed out last night, Andre Massow recently installed a calculator for fractions on this site:

This site has a great calculator; just enter 522/18 :)

http://web2.0calc.com/

Assuming you mean tan^-1 (arctan), just click "2nd" in the top right corner of the calculator. Then click the key where "tan" was, and it will have changed to arctan.

Below is this sites calculator:

http://web2.0calc.com/

It will show up as atan(  . Then enter your number, end the parentheses, and click the equal sign/press enter to solve:)

how do you rewrite expressions into simpler form?

You can:

- combine like terms (by

- multiply out any constants and variables (use the Distributive Property)

and with polynomials: 

-factoring / polynomial long division

and with radicals:

- rationalizing the denominator

If you have any specific example, I can explain:)

In answer to all those people who want to know how to do fractions on this calculator:

Here are some of the replies from various answers; I hope they can help you out:

Re: How do you do fractions on this calculator?

"5 and a half - 8 and a quarter would be

$$\left({\mathtt{5}}{\mathtt{\,\small\textbf+\,}}{\frac{{\mathtt{1}}}{{\mathtt{2}}}}\right){\mathtt{\,-\,}}\left({\mathtt{8}}{\mathtt{\,\small\textbf+\,}}{\frac{{\mathtt{1}}}{{\mathtt{4}}}}\right) = -{\mathtt{2.75}}$$ "(by Melody)

Re: where is the fraction button

"It is a box above a box" (by Anonymous)

"On many calculators out guest is correct. There is no fraction button on the Web2.0calc  You have to use the $$\div$$ button. To enter 3 and 1/2 - 6 and a quarter you would press

$$(3+1\div2)-(6+1\div 4)=$$" (by Melody)

Re: How do we use fractions on this calculator??

"with the $$\div$$ button. If you are doing calculations with mixed numerals it is best to put them in brackets like $$(3+1\div 2)$$" (by Melody)

"You can use forward slash / as we write in a fraction. 6/2 is a fraction. And if there are more numerals involved, use brackets as (6*2+8)/4

I hope it helps." (by novice)

"you simply make it a decmil if 4 were 1/4 i would put 4.25" (by Gman2598)

Thanks to everyone who answered!

First of all I'm assuming you mean the range of f(x) = x²  

Think of it this way: the range is the set of all the y-values that fit on this graphed function, which is a parabola. You can graph it to make things clearer:)

This parabola is the parent function (the basic parabola function.)

It is a positive function (opens upward) and has its vertex at (0,0).

Since the vertex (lowest point in this case) is at y=0, the y-values cannot go lower than 0.

Therefore, while the domain would be all real numbers, the range would be numbers greater than/ equal to 0.

Great answer, CPhill!

I just want to point out something to Anonymous:

Your reasoning is good:) but you forgot one small detail. 2√2 is equal to √8, not 8. The square root sign makes a big difference!