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MIPS Assembly Language Midterm Certification Review Exam Questions And Answers Verified Solutions. $12.99
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MIPS Assembly Language Midterm Certification Review Exam Questions And Answers Verified Solutions.
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n bits can represent ___ things - correct answer 2^n Decimal Number System - correct answer base 10, digits 0-9 Binary Number System - correct answer base ...

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  • August 22, 2024
  • 11
  • 2024/2025
  • Exam (elaborations)
  • Questions & answers

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  • mips assembly language midterm

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  • MIPS
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MIPS Assembly Language Midterm

n bits can represent ___ things - correct answer 2^n



Decimal Number System - correct answer base 10, digits 0-9



Binary Number System - correct answer base 2, digits 0 and 1



Hexadecimal Number System - correct answer base 16, numbers 0-9 and
letters A-F (10-15)



Horner's Method - correct answer Gets a number from one number system
into decimal



Horner's Method Formula - correct answer # = ((d_n)r +(d_n-1))r +...



Repeated Division Method - correct answer Gets a decimal number into some
other number system



Repeated Division Formula - correct answer quotient( or initial number)/base =
quotient 2 + remainder. Continue into there is a quotient of 0. Remainders give new number
(first-last/left- right)



Converting Decimal to Hex - correct answer Repeated division using base 16,
then convert 10-15 to their hexadecimal equivalent



Converting Decimal to Binary - correct answer Repeated division using base 2



Converting Binary to Decimal - correct answer Horner's Method using base 2

, Converting Binary to Hex - correct answer Break into groups of 4 bits then
convert each to its hexadecimal equivalent



Converting Hex to Decimal - correct answer Horner's Method using base 16



Converting Hex to Binary - correct answer Convert each hex bit to it's 4 bit
equivalent



Finding 2s Complement in Binary - correct answer Flip all bits and add 1

or

Flip all bits after the first 1



Finding 2s Complement in Hexadecimal - correct answer subtract the number
from 0xFFFFFFF then add 1



Floating Point Encoding Step 1 - correct answer Set aside the Sign Bit



Floating Point Encoding Step 2 - correct answer Convert the whole number
part



Floating Point Encoding Step 3 - correct answer Use Repeated multiplication to
convert the fractional part to binary



Repeated Multiplication - correct answer multiplying the fractional part by its
base. If the result is < 1 the bit is 0, if >= 1 the bit is 1, continue until you reach 1 or there is a pattern of
repetition



Floating Point Encoding Step 4 - correct answer Combine the whole and
fractional binary parts



Floating Point Encoding Step 5 - correct answer Convert to scientific notation
with base 2

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