In binary, changing the first bit of 11111111 from 1 to 0 yields 01111111, which equals 127. Which bit was changed?

Unlock all questions

This demo includes only 20 questions. Upgrade to access hundreds of questions, flashcards, exam simulations, and disable ads.

Full question bankExam simulationsFlashcards

From $9.99Unlock all

Prepare for the Digital Forensics, Investigation, and Response Test. Study with multiple choice questions that include hints and explanations. Enhance your understanding of digital forensics principles and get ready for your exam!

Multiple Choice

In binary, changing the first bit of 11111111 from 1 to 0 yields 01111111, which equals 127. Which bit was changed?

This tests how bit positions contribute to a binary value. In an 8-bit number, the leftmost bit is the most significant and carries 128 when set. Starting from 11111111 (which is 255), flipping that leftmost bit to 0 yields 01111111, which is 127. That means the changed bit is the most significant bit. Flipping the least significant bit would yield 11111110 (254), not 127, so it isn’t the bit in question.

In binary, changing the first bit of 11111111 from 1 to 0 yields 01111111, which equals 127. Which bit was changed?

Prepare for the Digital Forensics, Investigation, and Response Test. Study with multiple choice questions that include hints and explanations. Enhance your understanding of digital forensics principles and get ready for your exam!

In binary, changing the first bit of 11111111 from 1 to 0 yields 01111111, which equals 127. Which bit was changed?

Get the latest from Examzify