A Number Divided By 5

5 divided by 1/4 is twenty. To divide 5 past one/four, we first multiply 5 by 4 to get 20. And then, nosotros divide this respond by 1 to go the concluding respond of 20.

ane/4 divided by 5

If you're like virtually people, you probably think that v divided by 1 4 is the same as 5 divided past i/4. However, this is not the case! v divided past 1 iv is actually equal to 20.

This is because when you separate a number by a fraction, yous need to multiply the number by the reciprocal of the fraction. So, in this case, you would multiply v by the reciprocal of ane iv , which is 4/1. This may seem like a confusing concept at outset, merely it's actually not also difficult once you get the hang of it.

Just remember that when you dissever by a fraction, you need to multiply by its reciprocal!

five Divided by 1/six

When we split 5 by i/6, nosotros are looking for the number of sixths that are in 5. In other words, we desire to know how many one-sixth pieces make up 5. To do this, we can use division or multiplication.

Multiplication will exist faster, so permit's use that. We know that at that place are vi one-sixth pieces in 1 (vi x 1/6 = i). So if nosotros multiply 6 and 1/6 together, we volition get the answer we're looking for.

v divided by 1/6 is the same equally 5 multiplied by half dozen/1, which is 30. So at that place are thirty ane-sixth pieces in v.

5 Divided by four

When we divide 5 by 4, nosotros are asking how many times iv goes into v. We can think of this as 5 groups of four. And then, our answer is i with a remainder of 1.

Nosotros would write this respond every bit 1 r1.

5 Divided past 1/5

When it comes to segmentation, in that location is one key rule to recollect: in order to split up past a fraction, you must first multiply the number past its reciprocal. In other words, to divide by 1/5, you would multiply by five/1 (or just v). Now that we've got that out of the style, permit's dive into our problem: v divided by 1/5.

As we mentioned before, we'll demand to multiply both sides of this equation past the reciprocal of one/5. This gives us the following equation: 5 * (5/1) = ane

We tin can simplify this equation a bit further by cancelling out the 5 on both sides of the equal sign. This leaves us with the following: 1 = i

And that'due south it! We've successfully divided 5 by 1/five.

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5 Divided by 3/4

When you dissever five by iii/4, you are essentially request "What is 5 divided by 3, and then what is that answer divided by iv?" In other words, y'all are breaking upwards the sectionalization into two smaller divisions. To start, permit's look at five divided by 3.

When you carve up any number by three, you will ever terminate up with a remainder of 2. So the reply to this division would be ane with a remainder of 2 (or one 2/3). Now that we take our first answer, we demand to divide that past 4.

To do this, we take the whole number part of our commencement answer (1) and multiply information technology by 4. This gives us 4. Then, we accept the remainder from our first respond (two/3) and multiply information technology by 4.

This gives us 8/3. Finally, we add these two numbers together to get our final answer: iv 8/iii, or approximately 1 13/12.

iv Divided by 1/iv

When you lot dissever 4 by 1/4, you are essentially asking "how many quarter-pieces make up four whole pieces?" The reply is 16. You lot can verify this by multiplying i/iv by 16 to go 4.

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How Do You Get 1/4 of a Number?

In mathematics, the concept of i fourth can exist represented in many different ways. The near common mode to correspond i quaternary is as a fraction, 1/iv. This means that one 4th is equal to i out of four parts, or equivalently, that four times i fourth equals one.

One fourth can also be expressed as a decimal, 0.25, or as a percentage, 25%. To find one fourth of a number using fractions, divide the number past four. For example, if someone wants to find one fourth of 12, they would divide 12 past 4 to go three (12 ÷ 4 = 3).

To find one fourth of a number using decimals, multiply the number by 0.25. For example, if someone wants to find one fourth of 10 using decimals they would multiply x past 0.25 to become ii.v (10 × 0.25 = two.five). To find one fourth of a number using percentages, get-go convert the number into an equivalent decimal form and then multiply it by 0.25.

For example: Convert 20% into an equivalent decimal class: 20% = twenty/100 = 0.20 Multiply 20/100 by 0.25: (twenty/100) × 0.25 = (0.twenty) × (0.25) = 0 05

Therefore, 20% is equal to 5%.

How Do You Dissever Fractions Step past Step?

When you split fractions, you are essentially finding how many times 1 fraction is contained within some other. To practice this, y'all first need to find an equivalent fraction with a denominator that is a multiple of both the original fractions' denominators. In one case you have this new fraction, division becomes much simpler as it is now a matter of whole number partition.

Here is how to divide fractions stride by step: ane) Detect an equivalent fraction with a denominator that is a multiple of both the original fractions' denominators. To exercise this, but multiply both the numerator and denominator of each fraction by the same number until yous take a common denominator.

For instance, if we want to dissever 1/ii past 1/4, nosotros first demand to find an equivalent fraction with a common denominator. We tin can do this by multiplying both the numerator and denominator of 1/2 past 2 (to get ii/4) then multiplying both the numerator and denominator of one/4 by ii (to get two/8). This gives the states the post-obit equation:

2/4 ÷ 2/eight = ? 2) Once you take your new fractions with a mutual denominator, sectionalization becomes much simpler. All you need to practise now is carve up the numerators only and write your answer in terms of the common denominator.

In our example to a higher place, we would simply separate ii by 4 which gives us ane/two (or 0.5 if we're working with decimals). So our terminal respond would exist:

What is 1/4 of Equally a Fraction?

one/4 equally a fraction is equal to 2/viii. This can be seen by looking at a number line and seeing that 1/iv is two eighth's abroad from 0, or equivalently, that 1/4 is half of 2/viii.

What is 0.0625 As a Fraction?

0.0625 as a fraction is 1/16. This ways that there are xvi equal parts in the whole, and that 0.0625 is ane of those parts. The decimal bespeak can exist moved to the right of the number to convert it into a fraction, and then the denominator (the bottom number) will always be a power of x.

In this case, moving the decimal two places to the correct gives us 1/100, which is equivalent to i%.

Conclusion

This weblog post is nearly the mathematical equation known as "5 divided by one iv ". This equation is used to notice out how many times one number can be divided by another number. In this case, the respond would be 35.