Mister Exam
Lang:
EN
EN
ES
RU
Mathematical logic signs and operations
How to use it?
Expression
:
¬(a|b)=¬(a)∨(a∧b)
(x1∨x2)∧(x2∨x3)∧(¬x2∨¬x3)
(a∧b)∨(b∧c)
(p↔~q)⇒(~p∧q)∨(p∧~q)
Identical expressions
¬(a|b)=¬(a)∨(a∧b)
¬(a module of b) equally ¬(a)∨(a∧b)
¬a|b=¬a∨a∧b
Similar expressions
¬(a|b|c)&d|a&d|b
¬a∨a∧b∨¬a∧¬b
¬a∨(a∧b)
¬b∧¬a∨a∧b
¬a|b
¬(¬(a|(b⇔c))<-(¬b⊕¬c))
¬a∨a∧b⇒c∨b∧¬a
Mathematical Logic
/
¬(a|b)=¬(a)∨(a∧b)
Expression ¬(a|b)=¬(a)∨(a∧b)
The teacher will be very surprised to see your correct solution 😉
Calculate!
⌨
¬
⇒
⇔
∨
&
⊕
∧
↓
(
)
→
↔
~
+
|
A
B
C
D
E
F
G
H
K
P
Q
R
S
T
Z
