Dear Students, here you
prepare Quiz and MCQ of CS101 Module 24 covers core computer science topics,
providing a solid foundation for comprehending the dynamic discipline. Multiple
Choice Questions (MCQs) in this module are an important assessment technique for
determining your understanding of basic concepts. Let’s look at the major
concept of Module 24 and how to properly prepare for the MCQs. If you prepare
all this Quiz and MCQ, then you Get Full Marks. If You have problem then
contact us.
یہاں پر چار آپشن ماجود ہیں۔ آپ کو جو کوریکٹ لگتا ہے اس پر کلک کریں۔ اگر آپ کا جواب صحیح ہوا تو آپشن سبز ہو جائے گا اگر غلط ہوا تو سرخ ہو جائے گا اور صحیح جواب خود سبز ہو جائے گا۔
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Question 1: What does the radix point represent in a binary number?
A) The sign of the number
B) The position of the decimal point
C) The position of the binary point
D) The magnitude of the number
Explanation: The radix point in a binary number separates the integer part from the fractional part, similar to how the decimal point does in a decimal number.
Question 2: In a binary fraction, which side of the radix point represents the whole number?
A) Left side
B) Right side
C) Both sides
D) Neither side
Explanation: The left side of the radix point in a binary fraction represents the whole number part, while the right side represents the fractional part.
Question 3: What is the result of adding 10.011 to 100.11 in binary?
A) 110.001
B) 111.001
C) 110.111
D) 101.011
Explanation: Aligning the radix points and adding the binary numbers gives 111.001 as the result.
Question 4: How is addition in binary fractions similar to addition in decimal numbers?
A) Both use the same symbols
B) Both require aligning the radix points
C) Both use the same carry-over system
D) Both use the same arithmetic operations
Explanation: Addition in binary fractions, like in decimal numbers, involves aligning the radix points before performing the addition.
Question 5: Which of the following is true about the addition of binary fractions?
A) It is simpler than decimal addition
B) It does not require aligning the radix points
C) It produces a result in hexadecimal format
D) It requires converting binary numbers to decimal first
Explanation: Addition in binary fractions is simpler than in decimal because there are only two digits (0 and 1) to consider.
Question 6: What is the correct order of steps for adding binary fractions?
A) Align the numbers, add without carry-over, adjust the result
B) Convert to decimal, add as decimal numbers, convert back to binary
C) Align the numbers, add with carry-over, adjust the result
D) Add without aligning, adjust the result, convert to decimal
Explanation: The correct order for adding binary fractions is to align the numbers, add with carry-over, and then adjust the result if needed.
Question 7: Which of the following represents the correct addition of 0.1 and 0.01 in binary?
A) 0.101
B) 0.011
C) 0.11
D) 0.001
Explanation: Aligning the numbers and adding them gives 0.101 as the result.
Question 8: What is the result of adding 11.001 and 1.1 in binary?
A) 100.101
B) 100.011
C) 100.1
D) 101.101
Explanation: Aligning the numbers and adding them gives 101.101 as the result.
Question 9: How does the binary addition process change when dealing with fractions?
A) It becomes more complex
B) It requires different symbols
C) It involves aligning the radix points
D) It no longer uses carry-over
Explanation: When adding binary fractions, aligning the radix points is necessary to ensure the correct placement of digits.
Question 10: In binary addition, what does the carry-over represent?
A) A digit that is carried over to the next higher position
B) A digit that is added to the current position
C) A digit that is subtracted from the current position
D) A digit that is ignored in the addition process
Explanation: The carry-over in binary addition is similar to that in decimal addition, where a digit is carried over to the next higher position if the sum exceeds the base.
CS101 Module 24 MCQs are designed to
evaluate your understanding of fundamental computer science concepts. By
focusing on understanding the main theme of Module 24 and adopting effective
study strategies, you can prepare yourself to excel in these MCQs and build a
strong foundation for your future studies in computer science.
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