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Number Systems Multiple Choice Questions (MCQ) Online Test #8


Number Systems MCQ #71:

What is the binary equivalent of the decimal number 10?

About Number Systems Multiple Choice Question (MCQ) #71:
This ICT Multiple Choice Question (ICT MCQ) #71 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question tests knowledge of converting a decimal number to its binary equivalent.

Number Systems MCQ #72:

What is the quotient when 98 is divided by 7 in decimal notation?

About Number Systems Multiple Choice Question (MCQ) #72:
This ICT Multiple Choice Question (ICT MCQ) #72 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question evaluates understanding of decimal division.

Number Systems MCQ #73:

What is the decimal equivalent of the octal number 74?

About Number Systems Multiple Choice Question (MCQ) #73:
This ICT Multiple Choice Question (ICT MCQ) #73 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question assesses the conversion of an octal number to its decimal equivalent.

Number Systems MCQ #74:

What is the decimal equivalent of the hexadecimal number A3?

About Number Systems Multiple Choice Question (MCQ) #74:
This ICT Multiple Choice Question (ICT MCQ) #74 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question assesses the conversion of a hexadecimal number to its decimal equivalent.

Number Systems MCQ #75:

What is the result of converting the binary number 100110 to decimal?

About Number Systems Multiple Choice Question (MCQ) #75:
This ICT Multiple Choice Question (ICT MCQ) #75 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question evaluates the conversion of a binary number to its decimal equivalent.

Number Systems MCQ #76:

How is the precision of a floating-point number affected by increasing the number of bits in the mantissa?

About Number Systems Multiple Choice Question (MCQ) #76:
This ICT Multiple Choice Question (ICT MCQ) #76 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question tests the effect of increasing the number of bits in the mantissa on the precision of a floating-point number.

Number Systems MCQ #77:

What is the primary advantage of Unicode over ASCII?

About Number Systems Multiple Choice Question (MCQ) #77:
This ICT Multiple Choice Question (ICT MCQ) #77 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question evaluates knowledge of the primary advantage of Unicode over ASCII.

Number Systems MCQ #78:

What will be the result of a bitwise XOR operation between 1111 and 0000?

About Number Systems Multiple Choice Question (MCQ) #78:
This ICT Multiple Choice Question (ICT MCQ) #78 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question tests knowledge of the bitwise XOR operation results.

Number Systems MCQ #79:

In one's complement representation, what is the result of adding the binary numbers 1100 and 1010 (with carry-around)?

About Number Systems Multiple Choice Question (MCQ) #79:
This ICT Multiple Choice Question (ICT MCQ) #79 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question tests knowledge of arithmetic operations in one's complement representation.

Number Systems MCQ #80:

How can you convert a Gray code number 0110 back to its binary equivalent?

About Number Systems Multiple Choice Question (MCQ) #80:
This ICT Multiple Choice Question (ICT MCQ) #80 focuses on Number Systems within the "Intermediate ICT MCQ" category. This question tests the process of converting Gray code back to binary.
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  • This online test, titled "Number Systems Multiple Choice Questions (MCQ) Online Test #8" 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".