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Number Systems Multiple Choice Questions (MCQ) Online Test #9

Number Systems MCQ #81:

Who is credited with popularizing the binary number system in modern computing?

About Number Systems Multiple Choice Question (MCQ) #81:
This ICT Multiple Choice Question (ICT MCQ) #81 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question evaluates knowledge of the individual who popularized the binary number system.
Number Systems MCQ #82:

What is the decimal equivalent of the hexadecimal number A3?

About Number Systems Multiple Choice Question (MCQ) #82:
This ICT Multiple Choice Question (ICT MCQ) #82 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question tests the conversion of a hexadecimal number to its decimal equivalent.
Number Systems MCQ #83:

How is the decimal number 77 represented in octal?

About Number Systems Multiple Choice Question (MCQ) #83:
This ICT Multiple Choice Question (ICT MCQ) #83 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question evaluates the conversion of a decimal number to its octal representation.
Number Systems MCQ #84:

How is the decimal number 400 represented in hexadecimal?

About Number Systems Multiple Choice Question (MCQ) #84:
This ICT Multiple Choice Question (ICT MCQ) #84 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question evaluates the conversion of a decimal number to its hexadecimal representation.
Number Systems MCQ #85:

How is the decimal number 100 converted to hexadecimal?

About Number Systems Multiple Choice Question (MCQ) #85:
This ICT Multiple Choice Question (ICT MCQ) #85 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question tests the conversion of a decimal number to its hexadecimal representation.
Number Systems MCQ #86:

What is the bias value used for the exponent in IEEE 754 single-precision floating-point format?

About Number Systems Multiple Choice Question (MCQ) #86:
This ICT Multiple Choice Question (ICT MCQ) #86 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question assesses knowledge of the bias value used for the exponent field in IEEE 754 single-precision format.
Number Systems MCQ #87:

In Unicode, which encoding form uses 16 bits to represent each character?

About Number Systems Multiple Choice Question (MCQ) #87:
This ICT Multiple Choice Question (ICT MCQ) #87 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question tests knowledge of Unicode encoding forms and their bit usage.
Number Systems MCQ #88:

Which operation will yield a result where each bit is set to 1 if exactly one of the bits in the operands is 1?

About Number Systems Multiple Choice Question (MCQ) #88:
This ICT Multiple Choice Question (ICT MCQ) #88 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question evaluates understanding of the bitwise XOR operation.
Number Systems MCQ #89:

What is the result of taking the two's complement of the binary number 0001?

About Number Systems Multiple Choice Question (MCQ) #89:
This ICT Multiple Choice Question (ICT MCQ) #89 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question evaluates the understanding of finding the two's complement of a binary number.
Number Systems MCQ #90:

In a binary number system, what is the result of adding 1010 and 1101?

About Number Systems Multiple Choice Question (MCQ) #90:
This ICT Multiple Choice Question (ICT MCQ) #90 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question assesses knowledge of binary addition.
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  • This online test, titled "Number Systems Multiple Choice Questions (MCQ) Online Test #9" is designed for individuals at the intermediate level and focuses on "Number Systems". It consists of 10 carefully crafted multiple choice questions (MCQs) with four options each that assess intermediate knowledge and understanding of the subject matter. This test aims to help participants evaluate their grasp of key concepts related to "Number Systems".
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