Today, we continued from last class and learned how to convert bases
Homework:
1. Turn 1111010(binary) into octal
2. Turn 846(octal) to decimal
3. Set X to a number in binary which satisfies the following equation:
62(octal) + X - 83(decimal) = E4(hex)
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172 (octal )
550(base 10)
100000101 (binary)
172 (base 8)
550 (base 10)
100000101 (binary)
172
550
10000101
172 base 8
550 base 10
100000101 base 2
172 base 8
550 base 10
100000101 binary
1.172 (Octal)
2.null (This is unconvertable because the highest digit in octal is 7, while this number contains an 8. Though if it is 846 decimal to octal then it is 1516, and if it is 746 decimal to octal then it is 486.)
3.100000110 (Binary)
Homework Answers: 1. 172(octal) 2. Null(8 in octal, can't be converted) This should teach you to not copy-paste the top comment's answer 3. 100000101(binary)