# Divide and write answer in simplest form

Insecticides account for math Will someone please show me how to do this problem. I have to write this ratios in simplest form. Two-thirds of the cylinder is shaded. Some Basic Fraction Ideas Proper Fraction Each of the fractions in the examples on the previous page is called a proper fraction since the fraction represents a part of a single whole object.

A proper fraction is a fraction in which the numerator is less than the denominator. Improper Fraction Sometimes we need to write fractions that have more than one whole object. For example, each rectangle is a whole divided into four equal parts and the total shaded portions may be written as.

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Since the number of equal parts is more than one whole, we call the fraction an improper fraction. An improper fraction is a fraction in which the numerator is greater than or equal to the denominator.

Denominator of One Extending the above idea of improper fractions to just whole numbers, we may write every whole number as an improper fraction with a denominator of 1. For example, if each rectangle is a whole consisting of 1 part, the 3 whole rectangles may be written as the improper fraction.

All whole numbers can be written in fractional notation. Fractional Notation for One We may write the fractional notation for 1 many different ways as improper fractions. There are infinitely many fractional notations for 1. If we divide an object into n parts and take n of the parts, we obtain all of the object or the whole.

Similarly, there are infinitely many fractional notations for 0. If we divide an object into n parts and take none of them, we get 0. Denominator Is Nonzero Note that by definition the denominator of a fraction is never zero, that is, is not defined for any whole number n.

The reason is that the denominator for common fractions represents the number of equal parts a whole object is divided into and this must be at least one. A whole object cannot be divided into zero parts. Equivalent Fractions As noted before, there are an infinite number of ways to express the idea of one whole as a fraction. It turns out that there are an infinite number of ways to express any fractional part. Fractions that name the same part of the whole are called equivalent fractions.

Notice that the rectangular strips wholes are the same size. Also notice that the shaded portion is the same size within each strip, and the same fractional part of each strip is shaded. The difference is only in how each shaded region is named.

We use an equal sign to denote equivalent fractions. By the above illustration, we have. The numerators are multiples of 2 and the denominators are multiples of 3. We have modeled the following property: The Fundamental Law of Fractions Let be a fraction.

## Divide. Write the answer in simplest form. 8 1/6 divided by 2 1/ I got 4 5/6

Thenfor any nonzero integer n, that is, is equivalent to any fraction of the form Example: Notice that the rectangles wholes are the same size. Also notice that the shaded portion is the same size in each, and the same fractional part is shaded in each.Browse Elementary Fractions & Decimals If I have 74/13 and I want to reduce it to a mixed number, when I divide 74 by 13 I get a long mixed decimal, How do I get from to 5 9/13?

How would you write 99/6 in simplest form? Fractions in the SI System? Assignment: Multiply and Divide Functions. For each given pair of functions, multiply or divide as instructed. Be sure to show all the steps required to write your answer in simplest form.

Review the rubric to see how your work will be graded. 1. 3 2 3. f xx gx x = =? () fx gx = 2. Jun 13,  · multiply the numerators (tops) and the denominators (bottoms 5x9 4x10 you get 45/40, now divide that down as far as you can.

Both are multiples of 5, so let's do thatStatus: Resolved. what is the quotient in simplest form 12/7 divided by 3 so what is the answer i need help plz plz plz.

Assignment: Divide Powers Part l: Practice dividing powers Use division to simplify each expression.