I need to learn how to divide.
http://www.youtube.com/watch?v=ITloMQvj-lU
http://www.webmath.com/divide.html
you take 10/5 for example. how many fives are in 10? 2.
L0L!!! U LIL GURL
IL TEACH U
3XAMPLE: x 4
4/16 <---1ST H0W MANY
- - - TIMEZ DUZ 4 16
- 16 G0E IN2 6?
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0
G0T ET?
L0L IM IN DHA 5TH GRADE...
ITZ PRETTY C00L 2 B TALKIN 2 A 4TH GRADA
WEL NEWAYZ WEHN U DO AREA N PERIMETER
REMEMBER:
A=(LxW)A ND
P=(L+W)
0K LIL GURL L0LZ
Dividing involves splitting a quantity into equal parts. To learn how to divide, follow these steps:
Step 1: Understand the division operation
Division is the process of finding out how many times one number (the divisor) can be evenly divided by another number (the dividend). The result of a division is called the quotient.
Step 2: Start with simple division problems
Begin by dividing small numbers. For example, start with numbers like 6 ÷ 2 or 8 ÷ 4. It's easier to understand division when working with numbers that have a small difference.
Step 3: Use visual aids
To visualize division, you can use objects like counters, blocks, or drawings. For example, if you want to divide 8 ÷ 2, you can use eight objects and group them into two equal groups. Count how many objects are in each group to find the quotient.
Step 4: Practice basic division facts
Memorize the times tables and division facts for small numbers. Knowing these facts will make solving more complex division problems easier.
Step 5: Use division strategies
There are several strategies you can use when dividing larger numbers. Some common strategies include:
- Long division: This method involves dividing digit by digit and writing the quotient on top of the division problem.
- Chunking method: In this method, you estimate the closest multiple of the divisor that is less than the dividend, subtract it, and repeat the process with the remainder.
- Factoring method: Break down both the divisor and dividend into their prime factors, cancel out common factors, and multiply the remaining factors to find the quotient.
Step 6: Practice regularly
The more you practice dividing, the better you'll become. Work on a variety of division problems, starting with simpler ones, and gradually move on to more complex calculations.
Step 7: Seek additional resources
If you're still struggling, consider using educational resources such as textbooks, online tutorials, or apps that offer division practice. These resources can provide step-by-step explanations and additional practice problems to reinforce your understanding.
Remember, patience and practice are key when learning how to divide. Start with the basics and gradually work your way up to more challenging division problems.