Topic: BinaryFill in the boxesWill give you high rating thank you!! Don't forget, not all binary patterns are numbers!For this item, you are asked to convert the following binary sequence to hexadecimal:111110011001110112then go to emojipedia.org and search for the hexadecimal pattern. If you can't access emojipedia, you may alternativelysearch for the pattern in this PDF.What is the exact name of the emoji you got?Answer:CheckLet's say that a 16-bit pattern can correspond to one emoji. What is the maximum number of emojis that can berepresented if the entire 16-bit range is free for use?(Side note: Subtract 1 from the answer and you get the largest unsigned integer you can represent with 16 bits. Whysubtract 1? Because you start counting from 0! Representing zero takes up one of the available patterns, i.e. 16 bits ofpure Os.)Answer:Check

Consider the given code : (11111001100111011)2

Answered: For this item, you are asked to convert…

For this item, you are asked to convert the following binary sequence to hexadecima 111110011001110112 hen go to emojipedia.org and search for the hexadecimal pattern. If you can't acces

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Question

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Topic: Binary

Fill in the boxes

Will give you high rating thank you!!

Don't forget, not all binary patterns are numbers!
For this item, you are asked to convert the following binary sequence to hexadecimal:
111110011001110112
then go to emojipedia.org and search for the hexadecimal pattern. If you can't access emojipedia, you may alternatively
search for the pattern in this PDF.
What is the exact name of the emoji you got?
Answer:
Check
Let's say that a 16-bit pattern can correspond to one emoji. What is the maximum number of emojis that can be
represented if the entire 16-bit range is free for use?
(Side note: Subtract 1 from the answer and you get the largest unsigned integer you can represent with 16 bits. Why
subtract 1? Because you start counting from 0! Representing zero takes up one of the available patterns, i.e. 16 bits of
pure Os.)
Answer:
Check

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