Simple fractions of numbers game
Therefore, the denominator will equal 6. Out of these 6 equal shares 3 are shaded red. Therefore, the numerator will equal 3. Now let's test what we have learned so far. As you know, there are 24 hours in a whole day. If you spent 6 hours studying, what fraction of the day did you spend studying?
A day is divided into 24 equal shares called hours. So the Denominator will be Think of the 6 hours spent studying as 6 shaded shares of the pie. That will make the Numerator equal 6. Remember the pie from previous example?
Let's add two new pies and look at them together. The first pie is divided into 4 shares and two are shaded red. But as we can see that's half the pie. The second pie is divided into 6 shares and three are shaded red.
Half of the pie again. Finally, the third pie is divided into two halves and one half is shaded red. Finally, by multiplying or dividing both the numerator and denominator by the same number, the fraction will stay the same except the case when division is by zero, which is outside of the scope of this article and will not be considered here.
This rule helps simplify fractions and makes using them easier. It's time to test your knowledge. When we see two pieces of a pie, we can usually tell which one is larger. Similarly with fractions, there is a simple way of comparing them to each other.
Since they have different denominators, they have a different number of parts. So the First step must be to find the common ground. We do it by finding a common denominator.
One of the methods for finding a common denominator of two or more fractions is to multiply the denominators with each other. Now that we found the common denominator, we need to replace each fraction's own denominator with the common denominator.
Now that the fractions have the same denominator, we can finally compare them. It is read as " greater-than. To add fractions, we again need to find a common denominator. Let's look at the following example. The next step would be to replace each fraction's own denominator with the common one. Next, we add the numerators.
We know that 39 is evenly divisible by 3. Since both numerator and denominator are divided by the same number, the fraction will remain the same. What if we need to add mixed numbers? To add mixed numbers, we first add the whole numbers together and then the fractions.
Let's have some practice and remember how to simplify results. We'll start with two simple fractions. As in the case of addition, we need to find a common denominator. Then we need to find our numerators. Let's now look at the case when we need to subtract a fraction from a whole number. You remember from previous sections that a whole number is like a pie that is completely shaded.
Thus, if a pie is divided into 3 parts, all 3 parts are shaded. If it is divided into 7 parts, then 7 parts will be shaded. If the whole number is other than 1 , we write it as a mixed number and follow the steps from the last example. Often, as a result of calculations, we may end up with a fraction where the numerator is greater than or equal to the denominator. Such fractions are called improper fractions.
While technically, fractions aren't 'whole' numbers, it seems this isn't what he was trying to argue. This moment of confused rage was quite hilarious, causing his chat to be filled with laughter and people saying that this was basic math skills. He then went on to double down on his claim, repeating his frustration for the fractions.
After the meltdown, he started playing more academic mini-games while his chat was still teasing him for not understanding the basics of math. Users on Reddit also joined in the teasing, with one even joking about how he was too dumb to survive without his girlfriend Sammy " Adept.
While these are just jokes, it is curious how xQc didn't recognize fractions as numbers, as this is a subject that is basic math education across the world. Is it actual confusion from not learning about the topic, or was he just not paying attention in class?
Was he playing it up for chat, or was he dead serious about not believing fractions are numbers? Honestly, we may never know, as his personality is very hard to understand at times. New User posted their first comment. Log in. Modified 13 Jan Feature.
Also Read Article Continues below. Edited by Mason J. Sort by: Most popular Recent Most upvotes. Login to post your comment. Show More Comments. Login to reply.
No thanks Delete. Cancel Update.
0コメント