## Introduction: How to Make a Working Mechanical Lego Calculator

This Instructable will show you how to make a functioning lego calculator that can add +,subtract -,multiply x, and divide \! It uses a gear train that turns one rotation of the control knob into a tenth of a rotation on the tens dial. By engaging, rotating to numbers, and disengaging the control knob in patterns you can do basic arithmetic. Thank you and enjoy!!

## Step 1: Make Base and Frame

You can place the two supports anywhere on the base as long as you keep the supports two studs apart. It depends on how tall your paper indicator is.

## Step 2: Gear Assemblies

The first gear assembly is the control knob's: there should be space between the gear and the two 4x1 technic bricks so the gear can slide back and forth. This makes it so you can toggle the engagement of the gear. The second assembly is just a 1:1 transfer and the ones place output. The third assembly is the first step in the tens place output.

## Step 3: Attach the Gears

Make sure you can pull and push the control knob's axle: this is VERY IMPORTANT.

## Step 4: Another Gear and a Spacer

## Step 5: Last Gears

This is the gear assembly for the tens dial: this gear will pop out if you turn it too fast.

## Step 6: Indicator and Dials

This is where you make your own indicator! You can use my paper to help you make your own but the design depends on your version.

## Step 7: How to Use Your Calculator

This will show you use the calculator you just built: To add, you turn the control knob counterclockwise to the first number you add, then you pull out the control knob, reset to 0, and turn the knob counterclockwise to the next number you add: your answer will be on the tens and ones indicators. To subtract you reset to 0, then you disengage the control knob, go to the number you want to be subtracted, disengage, go to the number you want to subtract, engage, then turn clockwise to 0. Multiplying is just adding the same number over and over again, while dividing is subtracting the same number over and over again. Thank you for reading this and have fun with your new calculator!

Runner Up in the

Community Contest: Toy Building Blocks

## 2 People Made This Project!

- baileyalmeraz234 made it!
- Mr Person made it!

## 22 Comments

Question 4 years ago on Step 2

Could you please share the part number of the gears, or at least, the number of teeths? I would need to buy them, but I am not sure which are the right ones.

6 years ago

Hola Amigos!

6 years ago

cool!

6 years ago

cool

8 years ago on Introduction

nice

8 years ago

Its awesome ,i messed up :( i fixed it though

8 years ago on Introduction

nice..could anyone tell me where should i get(buy) all the lego parts??

thank

8 years ago on Introduction

I liked it, for real, but I see you made a mistake.

dividing is NOT subtracting the same number over and over again.

Reply 8 years ago on Introduction

Actually it is, You count how many times you can subtract a from b.

http://www.homeschoolmath.net/teaching/md/division-repeated-subtraction.php

Reply 8 years ago on Introduction

mm, I just thought he meant the actual result of some substraction was the division... which made no sense.

Reply 8 years ago on Introduction

For sure his explanation is not complete for both multiplication and division.

Reply 8 years ago on Introduction

dividing is counting how may times it takes to subtract a dividend by the divisor, so yeah it is subtracting by the same number over and over again, why do you think in long division you subtract and come to the same answer that a calculator would

8 years ago

Thanks, Qtechknow!

8 years ago

All of you, THANK YOU SOOO MUCH!

8 years ago on Introduction

Nice job!!!

8 years ago on Introduction

I'm going to round up the kiddos and try this right now!

8 years ago on Introduction

Ha! Brilliant!

8 years ago on Introduction

Excellent work!! Curt Herzstark would have been proud. Check out this video of how his Curta calculator works. https://www.youtube.com/watch?v=loI1Kwed8Pk

8 years ago on Introduction

Ingenious! Babbage would be proud. I teach a course in Digital Logic Design from time to time and in the introductory lecture I touch on the history of computation, which features an adding machine. I plan to build one of these and use it as a demonstrator--great job!

8 years ago on Introduction

what a great idea, great job