- 1.No there is no any hexadecimal digits that cannot be created using 4 bits. Hexadecimal digits can all be created using 4 digits/
- 2.The number of bits required to to represent the (10)16 is 5 bits.
- 3. To represent every hexadecimal value from 016 to ff16, 8 bits will be required
- 4. The given number is in binary and to convert any binary number to hexadecimal, we convert it sets of 4 digits to the hexadecimal equivalent.
- 5. The value of converting the given binary to a number in hexadecimal is 93DA
<h3>what is hexadecimal?</h3>
The term hexadecimal refers to a number systems in base 16. Most number systems are in decimal or base ten however hexadecimal is a kind of number system that is in base 16. Hexadecimal has the base ten numbers from 0 to 9 and additional letters A, B, C, D , E, and F
<h3>How to convert to binary to hexadecimal</h3>
(1001 0011 1101 1010) base 2
1001= 8+0+0+1=9
0011=0+0++2+1=3
1101=8+4+0+1=13=D
1010=8+0+2+0=10=A
bringing the values together gives
93DA
Read more on hexadecimal here: brainly.com/question/11109762
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Answer:
a. fixation
Explanation:
Fixation, also called functional fixedness, is one of the most common factors that limit the ability of people to solve a problem. In this cognitive bias, a person is only able to use objects in ways they are normally used. Any attempt to use it in other ways to solve a problem is almost impossible.
Fixation really affects creativity. It limits the way people think. It makes people have a parochial view of the way an object can be used. It blocks the thinking ability from seeing alternative approaches to solving a problem.
Answer:
the process of injecting liquid at high pressure into subterranean rocks, boreholes, etc. so as to force open existing fissures and extract oil or gas.
Answer: a) 
(b) 
(c) 
(d) 
Explanation:
The formal description of the given sets are as follows :-
a) The set containing the numbers 5, 9, and 27.
(b) The set that contains all the natural numbers less than 2.
(c) The set containing the empty string.
We know that in formal description, the empty string is denoted with 
.
Thus, the required set :
(d) The set containing nothing at all.
I believe it was HTML4.
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