Question: Convert the following real decimal number to its binary equivalent giving the ultimate mantissa and exponent of the base 2 Show how it would be

Convert the following real decimal number to its binary equivalent giving the ultimate "mantissa and "exponent" of the base 2 Show how it would be stored in IEEE format in the machine: 16.5625 The following hexadecimal number is a real number represented in the computer with the first bit indicating the sign of the number, the next 8 bits representing the exponent of the number in base 2, and the last 23 bits representing the mantissa. What is the decimal value of this number? 410C0000

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