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CompSci_Unit1_setB

Conversion Practice

QuestionAnswer
How does one convert decimal to binary? --> divide by 2 and keep the remainders.
How does one convert binary to decimal? --> multiply by powers of 2 beginning with the right most digit.
How does one convert decimal to hex? --> divide by 16 and keep the remainders.
How does one convert hex to decimal? --> multiply by powers of 16 beginning with the right most digit.
How does one convert binary to hex? --> divide into groups of 4 (beginning on right), add leading zeros and
How does one convert hex to binary? --> compare digits to chart(ASCII Chart---write answer in groups of 4.
101101001011101^_2 = ########^_10 101101001011101^_2 = 23133^_10
1001100000011100^_2 = ########^_16 1001100000011100^_2 = 981C^_16
5C99^_16 = ########^_10 = ########^_2 5C99^_16 = 23705^_10 = 101110010011001^_2
100001000110110^_2 = ########^_16 = ########^_10 100001000110110^_2 = 4236^_16 = 16950^_10
43,783^_10 = ########^_2 43,783^_10 = 1010101100000111^_2
1010001000010101^_2 = ########^_10 1010001000010101^_2 = 41493^_10
38,148^_10 = ########^_2 = ########^_16 38,148^_10 = 1001010100000100^_2 = 9504^_16
110100100100^_2 = ########^_10 110100100100^_2 = 3364^_10
1110000001011011^_2 = ########^_16 1110000001011011^_2 = E05B^_16
13E92^_16 = ########^_10 13E92^_16 = 81554^_10
149E1^_16 = ########^_2 = ########^_10 149E1^_16 = 10100100111100001^_2 = 84449^_10
55,856^_10 = ########^_16 55,856^_10 = DA30^_16
10110110111000110^_2 = ########^_16 10110110111000110^_2 = 16DC6^_16
10101100000100001^_2 = ########^_16 10101100000100001^_2 = 15821^_16
10110111000110101^_2 = ########^_16 10110111000110101^_2 = 16E35^_16
83,143^_10 = ########^_2 = ########^_16 83,143^_10 = 10100010011000111^_2 = 144C7^_16
Created by: nican290