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When you add a zero to the right of a decimal number, it multiplies its value by 10 (For example, "15" becomes "150"). What similar result happens to the value of a binary number when you add a zero on the right? (For example, "11" would become "110").

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stormiarmy
Putting a 0 on the right side of a binary number it multiplies it by 2.

Hope this helps ʕ•ᴥ•ʔ
ogorwyne

When you you add zero to the right hand side of a binary number such as 11, This binary number is going to become twice its value.

All the number that were 1 are now two times of what they were. We would have a solution like this:

(11)₂ = (1x2)¹ + (1x2)⁰

= 2 + 1

= 3

(110)₂ = (1x2)² + (1x2)¹ + (0x2)⁰

= 1x4 + 1x2 + 0x1

= 4+2+0

= 6

In conclusion, adding 0 to the right hand side of a binary number increases the number by 2. From  the solution above, we can see 11 = 3, but after 0 was added, 110 = 6

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