Comments (19)
True
Work:
not (not True or False and True) or False
not (False or False and True) or False
not (False or False) or False
not (False) or False
True or False
True
from 2020-2021.
not(((not T) or F) and T) or F -> not((F or F) and T) or F -> not( F and T) or F ->not F or F ->
T or F -> T
from 2020-2021.
The Value is TRUE because:
-not TRUE is FALSE - not (False or False and True) or False
-FALSE and TRUE is FALSE - not (False or False) or False
-FALSE or FALSE is FALSE - not (False) or False
-Not FALSE is TRUE - True or False
-TRUE or FALSE states TRUE
from 2020-2021.
not (not True or False and True) or False
-> not (False or False and True) or False
-> not (False or False) or False
-> not False or False
-> True or False
-> True
from 2020-2021.
Given the statement: not (not True or False and True) or False
the order of operation as I understood it should be not->and->or, and parentheses before everything else, so:
not (False or False and True) or False
not (False or False) or False
not False or False
True or False
True
from 2020-2021.
The boolean value is True
Procedure:
not (not True or False and True) or False
not (False or False and True) or False
not (False or False) or False
not False or False
True or False
True
from 2020-2021.
As my colleagues answered before I believe the answer is True:
not(not True or False and True) or False
not(False or False and True) or False
not(False and True) or False
not(False) or False
True or False
True
from 2020-2021.
The boolean value should be True:
not (not True or False and True) or False
not (False or False and True) or False
not (False or False) or False
not False or False
True or False
True
from 2020-2021.
True:
not(not True or False and True) or False
not(False or False and True) or False
not(False or False) or False
not False or False
True or False
True
from 2020-2021.
The boolean value is TRUE. The method followed is checking the values on the table 1 and replacing terms with the corresponding boolean values.
Not (not-True or False-and-True) or False
Not (False or False) or False
Not (False) or False
True o False
True
from 2020-2021.
not (not True or False and True) or False
- not (False or False and True) or False
- not (False or False) or False
- not False or False
- True or False
- True
from 2020-2021.
no(not True or False and True) or False
not(False or False and True) or False
not(False or False) or False
not False or False
True or False
True
from 2020-2021.
not (not True or False and True) or False?
not (F or F and T) or F
not (F or F) or F
not (F) or F
not F or F
T or F =
TRUE
from 2020-2021.
The boolean value resulting from this expression is True.
from 2020-2021.
not (not True or False and True) or False
not (False or False) or False
True or False
True
from 2020-2021.
the Boolean value is True.
We start with the operations between (). not True gives us False. False or False and True gives us False because the and operation requires both values to match and the or operation requires one value to be True. So now we have not (False), which is True. And the final is True or False, which is True.
from 2020-2021.
not (not True or False and True) or False
not (False or False) or False
not (False) or False
True or False
True.
from 2020-2021.
The answer is True. Here is the procedure:
not (not True or False and True) or False
not (False or False and True) or False
not (False or False) or False
not (False) or False
True or False
True
from 2020-2021.
not (not true or false and true) or false
not (false or false and true) or false
not (false or false) or false
not false or false
true or false
true
from 2020-2021.
Related Issues (20)
- Lecture "Brute-force algorithms", exercise 5 HOT 15
- Lecture "Organising information: unordered structures", exercise 1 HOT 21
- Lecture "Organising information: unordered structures", exercise 2 HOT 19
- Lecture "Organising information: unordered structures", exercise 3 HOT 20
- Lecture "Recursion", exercise 1 HOT 19
- Lecture "Recursion", exercise 2 HOT 20
- Lecture "Divide and conquer algorithms", exercise 1 HOT 19
- Lecture "Divide and conquer algorithms", exercise 2 HOT 17
- Lecture "Divide and conquer algorithms", exercise 3 HOT 5
- Lecture "Dynamic programming algorithms", exercise 1 HOT 21
- Lecture "Dynamic programming algorithms", exercise 2 HOT 19
- Lecture "Organising information: trees", exercise 1 HOT 9
- Lecture "Organising information: trees", exercise 2 HOT 7
- Bonus exercise (AtariGo) HOT 2
- Lecture "Backtracking algorithms", exercise 1 HOT 6
- Lecture "Backtracking algorithms", exercise 2 HOT 5
- Lecture "Organising information: graphs", exercise 1 HOT 15
- Lecture "Organising information: graphs", exercise 2 HOT 14
- Lecture "Greedy algorithms", exercise 1 HOT 5
- Lecture "Greedy algorithms", exercise 2 HOT 1
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