What is 60 Divided by 4 Using Long Division?

In this blog post you find the answer of question What is 60 Divided by 4 Using Long Division?

What is 60 divided by 4?

What is 60 divided by 4? This may seem like a simple question, but it’s surprisingly tricky. There are many different ways to answer the question depending on what you are trying to measure or how you want to compare things. For example, if you wanted to find out how much money each person in your family makes every day, then 60/4 would be 15 dollars per day. If instead of measuring time in days, you wanted to count seconds without including fractions of seconds (seconds), then 60/4 would equal 20 seconds per second.

What is 60 divided by 4? The answer is 15. How did you get this answer? Simple, divide the numerator (60) by the denominator (4). This will result in an easy to solve equation. One of the many advantages to using division when solving problems is that it can be done on a calculator very easily, which saves time and energy! So next time you are faced with a problem that asks for division, do not fret–you have all of your tools at hand.

How to calculate 60 divided by 4 using long division

The answer to 60 divided by 4 is 15. Let’s show you how to get the answer using long division. The first step is to subtract 4 from 60, which gives us 56. Next, divide the number in parentheses by the divisor (4), which gives us 11 with a remainder of 6. Now we can subtract 6 from 11 and that will give us 5 with a remainder of 1. Finally, we can add our two remainders together for an answer of 3 and our final answer would be 15.

What is the Remainder of 60 divided by 4?

Many people are stumped when they are asked to find the remainder of 60 divided by 4. The answer is easy, however, once you know how it works. The remainder of any integer divided by another number is always the same sign as the divisor and half its value.

In other words: if we divide a number x by a number y and get z as the quotient (the answer), then z will be positive if y is positive or negative if y is negative; and x-z will be equal to either 0 for even numbers or -1 for odd numbers. Where does this rule come from? It’s just one example of something called modular arithmetic that was used in ancient times before computers were invented.

What does divided by look like?

“What does divided by look like?” This is a question that may have crossed your mind at some point. You might be wondering if this symbol should even exist or why it’s necessary to use it in math problems. The answer may surprise you! Dividing by something, usually the variable x, means taking the number on the right side of the equation and dividing it by whatever is on the left side.

For example, if we wanted to divide 3/4 by 2, we would write “3 ÷ 2 = 1″ because 1 ¼ (or one quarter) equals three out of four pieces of an object–thus giving us our answer: 1/2.”

People often ask how to divide a task up into steps. The best way is to start with the first step and work your way down, then add in any additional things that need to be done. For example: First you will want to find a great location for your event. Once you have done this, then you can move on to picking out the food and drinks that will be served at the event. You should also decide if there are going to be any decorations or entertainment at the party before finalizing everything else.

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