Worksheet Activity No 1 Decimal Conversion to Other Number System Convert the given decimal number 1 (32)10 to binary = 2 (140)10 to binary = 3 (190)10 to Octal = 4 (215)10 to Octal = 5 (250)10 to Hexadecimal = Worksheet Activity No 2 Binary Conversion to Other Number System Convert the given binary number 1 (1110101)2 to decimal 2 (01101011)2 to decimal = 3 (1011110)2 to Octal = 4 (0110101101)2 to hexadecimal = 5 (1011011)2 to Hexadecimal =

A Decimal to Binary i 1101=1191102 2 55110 0 10 107 2 42 10=2 B Decimal to octal 3) 720= 4) 1110= 8 c Decimal to Hexadecimal 5) 3010= 4) 5810=

The process involves grouping binary digits into sets of three and converting each group to an octal digit. This method leverages the fact that each octal digit corresponds to exactly three binary digits, making the conversion straightforward and efficient. This technique is widely used in digital systems and computer science for quick binary-to-octal conversions.

Step 2: Convert Each Group to Octal Digit Convert each group of three binary digits to its corresponding octal digit (0-7).

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Step 1: Group Binary Digits into Threes For each binary number, group the digits into sets of three, starting from the right.