Binary games are a classic, challenging way to teach the fundamentals of how computers store information. But they can be frustrating. You know that 1010 equals 10 , but when the game starts throwing letters, negative numbers, or weird formatting at you, it’s easy to get stuck.
Since the game randomizes the target number, relying on a cheat sheet is impossible. However, the algorithm to solve it is straightforward. If you follow this step-by-step method, you will never get a question wrong.
When the game gives you a binary string, add the values of the "on" bits (the 1s). Here are common combinations you'll see in the 8.2.6 activity: = 255 (All bits on) 10101010 = 170 01010101 = 85 11000000 = 192 (Common in Subnet Masks) 11100000 = 224 11110000 = 240 10000001 = 129 Decimal to Binary: The Subtraction Method
In the (typically found in CodeHS or similar CS curricula), the goal is to convert decimal numbers to 8-bit binary strings. The binary values for this exercise are: 1 = 00000001 2 = 00000010 4 = 00000100 8 = 00001000 16 = 00010000 32 = 00100000 64 = 01000000 128 = 10000000 How Binary Conversion Works
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Binary games are a classic, challenging way to teach the fundamentals of how computers store information. But they can be frustrating. You know that 1010 equals 10 , but when the game starts throwing letters, negative numbers, or weird formatting at you, it’s easy to get stuck.
Since the game randomizes the target number, relying on a cheat sheet is impossible. However, the algorithm to solve it is straightforward. If you follow this step-by-step method, you will never get a question wrong.
When the game gives you a binary string, add the values of the "on" bits (the 1s). Here are common combinations you'll see in the 8.2.6 activity: = 255 (All bits on) 10101010 = 170 01010101 = 85 11000000 = 192 (Common in Subnet Masks) 11100000 = 224 11110000 = 240 10000001 = 129 Decimal to Binary: The Subtraction Method
In the (typically found in CodeHS or similar CS curricula), the goal is to convert decimal numbers to 8-bit binary strings. The binary values for this exercise are: 1 = 00000001 2 = 00000010 4 = 00000100 8 = 00001000 16 = 00010000 32 = 00100000 64 = 01000000 128 = 10000000 How Binary Conversion Works
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