Use IEEE 754 single-precision standard (32 bits) to represent (-131.8125)10, and then convert it to Hexadecimal. Now assume we are defining new 16-bit floating-point representations as shown in the figure below. Let X = 0x50A2 and Y = 0x3980 are two 16-bit floating-point numbers, represented in this format. Sign (1 bit) Exponent (5 bits) Significant (10 bits) Find the values of X and Y in decimal? Let Z = X+Y. Find 16-bit floating-point representation (in Hex) of Z? (Show how the floating-point addition is performed step by step).
Use IEEE 754 single-precision standard (32 bits) to represent (-131.8125)10, and then convert it to Hexadecimal. Now assume we are defining new 16-bit floating-point representations as shown in the figure below. Let X = 0x50A2 and Y = 0x3980 are two 16-bit floating-point numbers, represented in this format. Sign (1 bit) Exponent (5 bits) Significant (10 bits) Find the values of X and Y in decimal? Let Z = X+Y. Find 16-bit floating-point representation (in Hex) of Z? (Show how the floating-point addition is performed step by step).
Chapter22: Sequence Control
Section: Chapter Questions
Problem 6SQ: Draw a symbol for a solid-state logic element AND.
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- Use IEEE 754 single-precision standard (32 bits) to represent (-131.8125)10, and then convert it to Hexadecimal.
- Now assume we are defining new 16-bit floating-point representations as shown in the figure below. Let X = 0x50A2 and Y = 0x3980 are two 16-bit floating-point numbers, represented in this format.
Sign (1 bit) |
Exponent (5 bits) |
Significant (10 bits) |
- Find the values of X and Y in decimal?
- Let Z = X+Y. Find 16-bit floating-point representation (in Hex) of Z? (Show how the floating-point addition is performed step by step).
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