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DEMO: Checking Your Work

The Windows calculator's programmer mode can verify binary-to-decimal and decimal-to-binary conversions, making it a reliable self-check tool during practice. Calculators are not a substitute for mental math but serve as a useful validation method when drilling number system conversions independently.

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About this video

The Windows calculator includes a programmer mode that displays numeric values in multiple bases at once, making it well suited for checking binary and decimal conversions. To access it, open the calculator and switch from Standard to Programmer mode, where options for hexadecimal, decimal, octal, and binary appear together. Selecting Decimal and entering a number instantly shows its binary equivalent beneath it, allowing for a quick side-by-side comparison against hand-calculated results. The process works in reverse as well. Switching the input mode to Binary grays out all digit keys except zero and one, ensuring only valid binary input is accepted. Entering a binary string then displays the corresponding decimal value, confirming whether a conversion was performed correctly. This bidirectional functionality covers the two most common conversion types tested in networking and IT certification exams. Calculators are intentionally kept out of early practice because certification exams do not permit them, and professional environments often require fast mental calculation. The goal is to internalize the conversion process well enough to work through problems accurately and quickly without assistance. Once that foundation is in place, using the calculator as a verification tool — by generating self-made problems and checking the results — is an effective way to build both confidence and accuracy before exam day.

What you'll learn

What's covered

Checking Binary/Decimal Work

Aligned to

CompTIA Tech+
1.1 Compare and contrast notational systems.
1.3 Illustrate the basics of computing and processing.

Key terms

Binary
The base-2 number system that uses only the digits 0 and 1; the native language of digital computers, which store and process data as electrical on/off states.
Decimal
The base-10 number system using digits 0–9; the standard system used in everyday counting and arithmetic, and the most common format for presenting numeric output to humans.
Programmer Mode
A mode in the Windows Calculator that enables number base conversions between binary, decimal, octal, and hexadecimal.
Number Base Conversion
The process of converting a numerical value from one base representation, such as binary or decimal, to another.

Transcript

Some of the worksheets that I've given you have the answers on them, so you can double check to make sure that you're on the right track. But let's say you really want to get this down, which you should, and you wanted to practice making sure that you really have a great concept about how to do this. Well, in that case right there, you can just make up numbers as you go along. But how do you know, if you're trying to figure things out, how do you know that you've come up with the right answer? You can use a calculator to check your work.

Now, the reason why I don't want you to use the calculator for everything else is because if you're going after a certification test, or if you need to know things on the fly, you're not going to be able to have a calculator there to help you out. It's not something that's going to be allowed. What I really want you to do is really get down these concepts so you can come up with the answers very quickly, so you're prepared for it in the real world. For that reason I have not introduced this as an option at this point in time, but it is an option for checking your work and making sure that you're on the right track.

Setting up the calculator

This is the last activity we did, and so what I'm going to do is show you how to check the work. Hopefully I have all the right answers here, but we're going to find out right here in a second.

The first thing that you can do is bring up the calculator on your computer. Most computers have calculators. This is the Windows calculator, and what I'm going to do is switch from its standard — right now I'm going to go to programming. When I go to programming, notice now I have a hexadecimal, a binary; it gives me some extra features that I can work into this.

Checking decimal to binary

Now what I want to do is check this 43 and see if it's correct. So I'm going to make sure decimal is selected, I'm going to type in 43, and we can see that the binary equivalent is 00101011. So now I can check to make sure — yep, that lines up, so we're good to go.

How about the next one? I'm going to clear this out, and then the next one is 186. So I can type in 186 and we see that it's 1011010, and we checked that out and that looks correct as well.

Checking binary to decimal

Now we need to, let's say, check the other way. Let's say we're going from binary to decimal. How do we do that? What I'm going to do is select binary. Notice that all my numbers are grayed out except for one and zero. So I'm going to clear this out, and what we're going to do is we are going to do this: it's 11011100. So one one zero one one one zero zero. Now we've got that typed in there, and we can see the decimal equivalent is 220. So that worked out and we got the right answer.

I'm going to clear this out once again. The next one is 0110, so I'll do 01100011, and the equivalent in decimal is 99.

I've just checked all my work and things are looking great. So now what you can do is you can just create a bunch of different problems for yourself to solve and then check it with your calculator.

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