What is x to the fourth minus one all divided by x to the third all equal to zero

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# What is x to the fourth minus one all divided by x to the third all equal to zero

(x^4-1)/x^3=0

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### Basic Algebra/Introduction to Basic Algebra Ideas/Exponents ...

Basic Algebra/Introduction to Basic Algebra ... Three times three times three times three equal three to the fourth ... three to the negative third power equals one ...

### Math Forum - Ask Dr. Math

Operating on Negative Numbers Date: ... = 4 2) minus x minus = plus ... If we add one negative six together (-6 x 1), we get -6. If we add zero negative sixes ...

### What is x to the fourth power minus 20x plus 64 equals 0

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### what is (x to the 3rd power + x to the 2nd power) divided by ...

... (x to the 3rd power + x to the 2nd power) divided by ... minus 5X plus 4 divided by X minus 1 (4^t)(8t ... power half divided by 16 to the power one fourth

### Accessible Accuplacer College Level Math Study Guide

Six X to the fourth power Y to the fourth power minus six X to the third power Y to the ... than zero. Question One: ... five minus eight divided by two ...

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Simplifying rational expressions: higher degree ... I don't see an x to the fourth minus one, ... so x cannot be equal to zero, x cannot be equal to plus or minus one.

### What is 12 x to the fourth minus 3 x to the second - Answers.com

Answers.com ® WikiAnswers ® Categories Science Math and Arithmetic Calculus What is 12 x to the fourth minus 3 x ... equal to zero and solve. (x ... minus 12 ...

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### What is x to the fourth minus one all divided by x to the third all equal to zero

The bottom (x^3) can't make the fraction 0. Only the top (x^4 - 1) can make the fraction 0. x^4 - 1 = 0 x^4 = 1 x^2 = 1 x = +- 1 x = 1, -1 . (If you want to get fancy, x = 1, -1, i, -i)

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### 4 times one third x minus one fourth plus four thirds x divided by 3 plus one equals six

4((1/3)x - 1/4) + (4/3)x divided by 3 + 1 = 6 (4/3)x - 1 + (4/9)x + 1 = 6 (4/3)x + (4/9)x = 6 (12/9)x + (4/9)x = 6 (16/9)x = 6 x = 6 * (9 / 16) x = 27 / 8

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### Creata a fraction story

FIVE LITTLE PIGS GO TO THE MALL Mama Pig gave her five little pigs seven and a half dollars between them to spend at the mall. It was a cold day, twenty-three Fahrenheit, minus five Celsius, or five degrees below freezing. Off th

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The divisions between 0 and 1 show how a fraction is made up. Let's take the case where the interval is divided up into 12 equal divisions. One division represents 1/12. Two divisions represent 2/12 which together represent 1/6 because 6*2=12 and the interval between 0 and 1 contains

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### what is -t+5=t-19

People have a hang-up over negatives, but really there's no need to panic. After all if the temperature goes down to -2 it just means 2 degrees below zero. You can see this on a thermometer and everyone understands what it means, no problem. Just because negatives show up in mathematical and algebra

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### | x +1| less than or equal to | x - 3 | solve . please help

| x + 1 | <= | x - 3 | With two absolute values, there are 4 possible solutions: First: x + 1 <= x - 3 Second: x + 1 <= -(x - 3) Third: -(x + 1) <= x - 3 Fourth: -(x + 1) <= -(x - 3) Let's work them out one at a time: . First: x + 1 <= x - 3 subtract x from both sides 1 &

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### If you had 4 peices of cake and you want to share 2/3 of it with a friend, how much pieces will you have left?

If you want to share 2/3 of 4 pieces of cake you will have to find a way of dividing the pieces because 2/3 of 4 is 8/3=2 2/3. You then need to halve 2 2/3 to share with your friend, leaving you with 1 1/3 pieces. But you have a third of the 4 pieces left because you only shared 2/3 of 4 pieces. A t

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### find all real zeros of f(x)=6x^3-5x-1

Since 1 is the constant and the only roots of 1 have a magnitude of 1, we can see that ax=1 or ax=-1 is a root, where a is a constant. If we put x=1 into the function, it does in fact equal zero. So x-1 is a factor, which we can divide by, using synthetic division: 6x^2+6x+1. Therefore f(x)=(x-

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### how to solve -4/9(2x-4)=48

Is this -4/(9(2x-4))=48? Or (-4/9)(2x-4)=48? We can find the answers to both questions. Let's take the first interpretation first and see what we get. To solve it we need to get rid of the fraction. In all questions of this type we take the denominator of the fraction (the bottom bit), and mul

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### y=1-2x y=x2-3x-5

y=1-2x y=x2-3x-5  i assume its y=(x^2)-3x-5 where x^2 means x squared. Not sure what level you are at, but as both y's are the same, set them equal to one another, ie 1-2x=(x^2)-3x-5 then set them equal to zero ie 0=(x^2)-x-4  Then you can use the quadratic

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