question is attached, thabk you in advanced.

For floating point representation problems, use IEEE 754 half-precision (16-bit) floating point representation. IEEE half-precision floating point format uses the same concepts as the 32-bit single-precision representation that was covered during lecture. The number of bits for each component of the half-precision representation is shown below. The bias value for the half-precision exponent is 15 ten IEEE 754 Half-Precision Representation 15 14 13 12 11 10 sign Exponent: 5 bits 9 8 7 6 3 2 1 1 0 5 4 Fraction: 10 bits 1) (15 points) What is the largest number (less than infinity) that can be represented in half-precision representation? Show the binary number in half-precision representation, then convert to decimal. Hint: The exponent bits for half-precision follow the same pattern as those for single-precision (on the slides from class), including reserving some exponent bit patterns for the same special objects