be3 = 1, 1) IEEE 754 Floating Point Standard: This standard is used to represent floating-point numbers (real numbers) digitally in computer memory. The standard provides two representations which have different accuracies: double precision and single precision. Double Precision - Sbytes = 64 bits o Bit 63 (one bit): Sign (O=positive, 1=negative) Bits 62 to 52 (11 bits): Exponent, biased by 1023 o Bits 51 to 0 (52 bits): Fraction f of the number 1.f Single Precision - 4bytes=32 bits o Bit 31 (one bit): Sign (O=positive, 1=negative) o Bits 30 to 23 (8 bits): Exponent, biased by 127 o Bits 22 to 0 (23 bits): Fraction f of the number 1.f Procedure to Find the Double-Precision Representation of a Number x: Let the representation be (b63, bez...., b2, b1,bo) with bez being the most-significant bit and be being the least significant bit. Sign Bit: O, x20 x 1 { set new bit as 1 yy-1 } else { set new bit as 0 } } X EE 426 Homework 2 Spring 2020/2021 a) Find the double-precision representation of -3.85 x 10