The 2008 version of the IEEE floating-point standard, named IEEE 754-2008, includes a 16- bit "half-precision" floating-point format. It was originally devised by computer graphics companies for storing data in which a higher dynamic range is required than can be achieved with 16-bit integers. This format has 1 sign bit, 5 exponent bits (k-5), and 10 fraction bits (n-10). The exponent bias is 251-1 15. Fill in the table that follows for each of the numbers given V instructions for each column: - (-1) M25. with the following Hex: The four hexadecimal digits describing the encoded form (16 bits value). Please write your hexadecimal digit starting with Ox and use capital letters ABCDEF M: The value of the significand. This should be a number of the form x or x/y, where x is an integer and y is an integral power of 2. And 0M1 if the number was in denormalized form or 1M 2 512 Largest denormalized infinity n/a Number 0x3BB0 0x3BBO The 2008 version of the IEEE floating-point standard, named IEEE 754-2008, includes a 16- bit "half-precision" floating-point format. It was originally devised by computer graphics companies for storing data in which a higher dynamic range is required than can be achieved with 16-bit integers. This format has 1 sign bit, 5 exponent bits (k-5), and 10 fraction bits (n-10). The exponent bias is 251-1 15. Fill in the table that follows for each of the numbers given V instructions for each column: - (-1) M25. with the following Hex: The four hexadecimal digits describing the encoded form (16 bits value). Please write your hexadecimal digit starting with Ox and use capital letters ABCDEF M: The value of the significand. This should be a number of the form x or x/y, where x is an integer and y is an integral power of 2. And 0M1 if the number was in denormalized form or 1M 2 512 Largest denormalized infinity n/a Number 0x3BB0 0x3BBO