Binary to Octal
Enter a binary number to convert it instantly into octal.
View →Convert numbers between binary, octal, decimal, and hex exactly — with place-value breakdowns, reference tables, and a live converter on every page.
1 in binary is 1 (0b1).
View →1 in hexadecimal is 1 (0x1).
View →1 in octal is 1 (0o1).
View →2 in binary is 10 (0b10).
View →2 in hexadecimal is 2 (0x2).
View →2 in octal is 2 (0o2).
View →3 in binary is 11 (0b11).
View →3 in hexadecimal is 3 (0x3).
View →3 in octal is 3 (0o3).
View →4 in binary is 100 (0b100).
View →4 in hexadecimal is 4 (0x4).
View →4 in octal is 4 (0o4).
View →5 in binary is 101 (0b101).
View →5 in hexadecimal is 5 (0x5).
View →5 in octal is 5 (0o5).
View →6 in binary is 110 (0b110).
View →6 in hexadecimal is 6 (0x6).
View →6 in octal is 6 (0o6).
View →7 in binary is 111 (0b111).
View →7 in hexadecimal is 7 (0x7).
View →7 in octal is 7 (0o7).
View →8 in binary is 1000 (0b1000).
View →8 in hexadecimal is 8 (0x8).
View →8 in octal is 10 (0o10).
View →9 in binary is 1001 (0b1001).
View →9 in hexadecimal is 9 (0x9).
View →9 in octal is 11 (0o11).
View →10 in binary is 1010 (0b1010).
View →10 in hexadecimal is a (0xa).
View →10 in octal is 12 (0o12).
View →11 in binary is 1011 (0b1011).
View →11 in hexadecimal is b (0xb).
View →11 in octal is 13 (0o13).
View →12 in binary is 1100 (0b1100).
View →12 in hexadecimal is c (0xc).
View →12 in octal is 14 (0o14).
View →13 in binary is 1101 (0b1101).
View →13 in hexadecimal is d (0xd).
View →13 in octal is 15 (0o15).
View →14 in binary is 1110 (0b1110).
View →14 in hexadecimal is e (0xe).
View →14 in octal is 16 (0o16).
View →15 in binary is 1111 (0b1111).
View →15 in hexadecimal is f (0xf).
View →15 in octal is 17 (0o17).
View →16 in binary is 10000 (0b10000).
View →16 in hexadecimal is 10 (0x10).
View →16 in octal is 20 (0o20).
View →17 in binary is 10001 (0b10001).
View →17 in hexadecimal is 11 (0x11).
View →17 in octal is 21 (0o21).
View →18 in binary is 10010 (0b10010).
View →18 in hexadecimal is 12 (0x12).
View →18 in octal is 22 (0o22).
View →19 in binary is 10011 (0b10011).
View →19 in hexadecimal is 13 (0x13).
View →19 in octal is 23 (0o23).
View →20 in binary is 10100 (0b10100).
View →20 in hexadecimal is 14 (0x14).
View →20 in octal is 24 (0o24).
View →24 in binary is 11000 (0b11000).
View →24 in hexadecimal is 18 (0x18).
View →24 in octal is 30 (0o30).
View →25 in binary is 11001 (0b11001).
View →25 in hexadecimal is 19 (0x19).
View →25 in octal is 31 (0o31).
View →30 in binary is 11110 (0b11110).
View →30 in hexadecimal is 1e (0x1e).
View →30 in octal is 36 (0o36).
View →31 in binary is 11111 (0b11111).
View →31 in hexadecimal is 1f (0x1f).
View →31 in octal is 37 (0o37).
View →32 in binary is 100000 (0b100000).
View →32 in hexadecimal is 20 (0x20).
View →32 in octal is 40 (0o40).
View →36 in binary is 100100 (0b100100).
View →36 in hexadecimal is 24 (0x24).
View →36 in octal is 44 (0o44).
View →40 in binary is 101000 (0b101000).
View →40 in hexadecimal is 28 (0x28).
View →40 in octal is 50 (0o50).
View →48 in binary is 110000 (0b110000).
View →48 in hexadecimal is 30 (0x30).
View →48 in octal is 60 (0o60).
View →50 in binary is 110010 (0b110010).
View →50 in hexadecimal is 32 (0x32).
View →50 in octal is 62 (0o62).
View →60 in binary is 111100 (0b111100).
View →60 in hexadecimal is 3c (0x3c).
View →60 in octal is 74 (0o74).
View →63 in binary is 111111 (0b111111).
View →63 in hexadecimal is 3f (0x3f).
View →63 in octal is 77 (0o77).
View →64 in binary is 1000000 (0b1000000).
View →64 in hexadecimal is 40 (0x40).
View →64 in octal is 100 (0o100).
View →72 in binary is 1001000 (0b1001000).
View →72 in hexadecimal is 48 (0x48).
View →72 in octal is 110 (0o110).
View →80 in binary is 1010000 (0b1010000).
View →80 in hexadecimal is 50 (0x50).
View →80 in octal is 120 (0o120).
View →96 in binary is 1100000 (0b1100000).
View →96 in hexadecimal is 60 (0x60).
View →96 in octal is 140 (0o140).
View →99 in binary is 1100011 (0b1100011).
View →99 in hexadecimal is 63 (0x63).
View →99 in octal is 143 (0o143).
View →100 in binary is 1100100 (0b1100100).
View →100 in hexadecimal is 64 (0x64).
View →100 in octal is 144 (0o144).
View →120 in binary is 1111000 (0b1111000).
View →120 in hexadecimal is 78 (0x78).
View →120 in octal is 170 (0o170).
View →127 in binary is 1111111 (0b1111111).
View →127 in hexadecimal is 7f (0x7f).
View →127 in octal is 177 (0o177).
View →128 in binary is 10000000 (0b10000000).
View →128 in hexadecimal is 80 (0x80).
View →128 in octal is 200 (0o200).
View →144 in binary is 10010000 (0b10010000).
View →144 in hexadecimal is 90 (0x90).
View →144 in octal is 220 (0o220).
View →160 in binary is 10100000 (0b10100000).
View →160 in hexadecimal is a0 (0xa0).
View →160 in octal is 240 (0o240).
View →200 in binary is 11001000 (0b11001000).
View →200 in hexadecimal is c8 (0xc8).
View →200 in octal is 310 (0o310).
View →250 in binary is 11111010 (0b11111010).
View →250 in hexadecimal is fa (0xfa).
View →250 in octal is 372 (0o372).
View →255 in binary is 11111111 (0b11111111).
View →255 in hexadecimal is ff (0xff).
View →255 in octal is 377 (0o377).
View →256 in binary is 100000000 (0b100000000).
View →256 in hexadecimal is 100 (0x100).
View →256 in octal is 400 (0o400).
View →300 in binary is 100101100 (0b100101100).
View →300 in hexadecimal is 12c (0x12c).
View →300 in octal is 454 (0o454).
View →400 in binary is 110010000 (0b110010000).
View →400 in hexadecimal is 190 (0x190).
View →400 in octal is 620 (0o620).
View →500 in binary is 111110100 (0b111110100).
View →500 in hexadecimal is 1f4 (0x1f4).
View →500 in octal is 764 (0o764).
View →512 in binary is 1000000000 (0b1000000000).
View →512 in hexadecimal is 200 (0x200).
View →512 in octal is 1000 (0o1000).
View →768 in binary is 1100000000 (0b1100000000).
View →768 in hexadecimal is 300 (0x300).
View →768 in octal is 1400 (0o1400).
View →800 in binary is 1100100000 (0b1100100000).
View →800 in hexadecimal is 320 (0x320).
View →800 in octal is 1440 (0o1440).
View →1000 in binary is 1111101000 (0b1111101000).
View →1000 in hexadecimal is 3e8 (0x3e8).
View →1000 in octal is 1750 (0o1750).
View →1023 in binary is 1111111111 (0b1111111111).
View →1023 in hexadecimal is 3ff (0x3ff).
View →1023 in octal is 1777 (0o1777).
View →1024 in binary is 10000000000 (0b10000000000).
View →1024 in hexadecimal is 400 (0x400).
View →1024 in octal is 2000 (0o2000).
View →1500 in binary is 10111011100 (0b10111011100).
View →1500 in hexadecimal is 5dc (0x5dc).
View →1500 in octal is 2734 (0o2734).
View →2000 in binary is 11111010000 (0b11111010000).
View →2000 in hexadecimal is 7d0 (0x7d0).
View →2000 in octal is 3720 (0o3720).
View →2048 in binary is 100000000000 (0b100000000000).
View →2048 in hexadecimal is 800 (0x800).
View →2048 in octal is 4000 (0o4000).
View →4096 in binary is 1000000000000 (0b1000000000000).
View →4096 in hexadecimal is 1000 (0x1000).
View →4096 in octal is 10000 (0o10000).
View →8192 in binary is 10000000000000 (0b10000000000000).
View →8192 in hexadecimal is 2000 (0x2000).
View →8192 in octal is 20000 (0o20000).
View →16384 in binary is 100000000000000 (0b100000000000000).
View →16384 in hexadecimal is 4000 (0x4000).
View →16384 in octal is 40000 (0o40000).
View →32768 in binary is 1000000000000000 (0b1000000000000000).
View →32768 in hexadecimal is 8000 (0x8000).
View →32768 in octal is 100000 (0o100000).
View →65535 in binary is 1111111111111111 (0b1111111111111111).
View →65535 in hexadecimal is ffff (0xffff).
View →65535 in octal is 177777 (0o177777).
View →65536 in binary is 10000000000000000 (0b10000000000000000).
View →65536 in hexadecimal is 10000 (0x10000).
View →65536 in octal is 200000 (0o200000).
View →1000000 in binary is 11110100001001000000 (0b11110100001001000000).
View →1000000 in hexadecimal is f4240 (0xf4240).
View →1000000 in octal is 3641100 (0o3641100).
View →Numbers between binary (base 2), octal (base 8), decimal (base 10), and hexadecimal (base 16) — each with a place-value breakdown, reference tables, and a live converter.
A binary number uses only the digits 0 and 1. Each place is a power of two — from the right: 1, 2, 4, 8, 16, and so on. So 1011 = 8 + 2 + 1 = 11.
Hexadecimal (base 16) uses the digits 0–9 and the letters A–F. One hex digit maps to exactly four bits, which is why color codes, memory addresses, and byte values are almost always written in hex — 255 is FF.
Yes. Converting between number bases is pure integer math and perfectly exact — the same value, just written a different way.
No. Number-base conversions never change — 255 is always 0xFF. That is why no daily updates are needed.