What other way can -4 be represented as a rational number?
-24/6
-12 squared over three
1/4
144 squared over three
ADD OR SUBTRACT RATIONAL NUMBERS ONLINE PRACTICE 16 QUESTION
-24/6
Find -5/9 on a number line and count 2/9 spaces to the LEFT
23
9/15
-22.029
-29.45 is the amount brice will have after buying a birthday card
-15.6
-45.25
16.94
-28
-116.83
123*F
3,200
(-15) + (15) = 0
A diver was -30 and swam up 30
-4 can also be represented as -32/8 or -8/2.
What is the distance between -23 and nine on a number line
32
14
-14
-32
ADD AND SUBTRACT RATIONAL NUMBERS
The distance between -23 and 9 on a number line is 32.
Corgilover is 100% right 🤓☝🏽
To find other ways to represent -4 as a rational number, we need to express it as a fraction in the form of a/b, where a and b are integers and b is not equal to zero. Here are a few examples:
1. -4/1: This is the most simplified form of -4 as a rational number. It means that the numerator is -4, and the denominator is 1.
2. -8/2: We can simplify the fraction -8/2 to -4/1, which is equivalent. Here, the numerator is -8 and the denominator is 2.
3. 20/(-5): The fraction 20/(-5) can be simplified to -4/1. In this case, the numerator is 20, and the denominator is -5.
4. -12/3: Another way to represent -4 as a rational number is -12/3. Here, the numerator is -12, and the denominator is 3.
Note that these are just a few examples, and there are infinitely many ways to represent -4 as a rational number.
To find other ways to represent -4 as a rational number, we need to consider different ratios that equal -4.
One way is to express -4 as a fraction. So, let's think of a numerator and denominator that will yield -4 when divided.
For example:
-24/6 = -4, since -24 divided by 6 equals -4.
Another way is to use a square of a negative number. Let's square a negative number, then divide by an appropriate denominator to get -4.
For example:
(-12)^2 / 3 = -4, since (-12)^2 equals 144, and 144 divided by 3 equals -4.
Here are two more examples:
1/4 = -4, since dividing 1 by 4 equals -0.25, which can also be represented as -4.
(144)^2 / 3 = -4 since (144)^2 equals 20736, and 20736 divided by 3 equals -4.
So, in summary, -4 can be represented as a rational number by using the following ratios:
-24/6, (-12)^2 / 3, 1/4, and (144)^2 / 3.