ôô

How to Add Quickly

Learn two quick and dirty tips to help you kick your calculator dependency and make faster calculations in your head.

By
Jason Marshall, PhD
3-minute read
Episode #8

How to Add Quickly, Part 1

Wrap Up

You can find several practice problems below to help you sharpen your skills. Remember, try to work them out in your head if you can. Next week we'll combine these two tips with a couple of other tricks, and continue your transformation into a calculating machine. Then, get ready, because the week after that we’re going to begin our foray into the world of fractions, decimals, and percentages.

Please join the Math Dude community on Facebook. It's a great place to ask questions and chat with other math enthusiasts. Check it out!

Until next time, this is Jason Marshall with The Math Dude’s Quick and Dirty Tips to Make Math Easier. Submit your questions to mathdude@quickanddirtytips.com, the aforementioned Facebook page, or on Twitter. Thanks for reading, math fans!

Practice Problems

The only way to become proficient is to practice! For these problems, add from the top down. Be sure to look for pairs or groups of numbers that add to ten. For example, in this problem
  

  3

  6

  4

  9

+ 1


you should count in your head: 3, 13, 23. In other words, 3 + (6+4) + (9+1). Here are two practice problems with a single column of numbers to add:

Problem #1:

  7

  8

  5

  2

+ 3


Problem #2:

  4

  3

  2

  8

+ 1


Here’s a problem with two columns of numbers to add. Look for pairs that add to ten in each column.

 Problem #3:

  82

  18

  57

  31

+ 73

You can find the answers to all the practice problems on the Math Dude’s Facebook page

Pages

About the Author

Jason Marshall, PhD

Jason Marshall is the author of The Math Dude's Quick and Dirty Guide to Algebra. He provides clear explanations of math terms and principles, and his simple tricks for solving basic algebra problems will have even the most math-phobic person looking forward to working out whatever math problem comes their way.