In the short division above we divide each. digits Any of the numerals: 0, 1, 2, 3, 4, 5, 6, 7, 8 or 9 that can be used to make a number. in 846 by 4, working from right to left. 8 ÷ 4 = 2. We write the 2 above the line. Next, 4 ÷ 4 = 1 and we write this above the line. 6 ÷ 4 = 1 with remainder 2 left over.

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Converting Decimal to Hex • Method 1: – Convert the decimal number to binary and group the binary digits in groups of 4 e.g. 117 10 0111 0101 2 75 16 • Method 2 (shown in HW3): – Divide the decimal number successively by 16 and write down the remainder in hex form: 117 5 LSB (after divide by 16, remainder =5) 7 7 MSB (after divide by 16, remainder =7) – Read UP and add any leading 0 ...

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Converting Decimal to Hex • Method 1: – Convert the decimal number to binary and group the binary digits in groups of 4 e.g. 117 10 0111 0101 2 75 16 • Method 2 (shown in HW3): – Divide the decimal number successively by 16 and write down the remainder in hex form: 117 5 LSB (after divide by 16, remainder =5) 7 7 MSB (after divide by 16, remainder =7) – Read UP and add any leading 0 ...

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· Decimal numbers. · Estimating and rounding. · Adding / subtracting decimals. · Multiplying and dividing integers. · Properties of integers.