Assertion: boolean algebra's value | /r/HasProperty | true
Facets:
value: in this case
type: OTHER
value: in the context of symbolic logic
type: OTHER
value: in python
type: OTHER
value: by default
type: DEGREE
value: in false
type: DEGREE
value: according to the rules
type: OTHER
value: in ł3
type: LOCATION
Source sentences:
text: Boolean is a data type and it is also an inbuilt data type in VBA, this data type is used for logical references or logical variables because the value this data type holds is either TRUE or FALSE which is used for logical comparison, the declaration of this data type is similar to all the other data types.
text: All other values are considered True.
text: The datatypes like Integer, Float, Double, String, etc. have the possibility to hold unlimited values, variables of type Boolean can have one of the two values which are either TRUE or FALSE.
text: Boolean logic is a form of algebra where all values are either True or False.
text: The Boolean value is either True or False.
text: In Łukasiewicz's Ł3 the designated value is True, meaning that only a proposition having this value everywhere is considered a tautology.
text: In this case, if a=True, b=False, and c=True, then the overall value of the above expression is True, according to the rules described below.
text: By default, the Boolean value True is True in Python and False is False in Python.
text: With respect to above table, look at the following examples to understand which values are True and False, to check this we will use bool() function of python.
text: Holds values that can be only True or False .
text: with and , if all values are True , returns the last evaluated value.
text: At the heart of Boolean Logic is the idea that all values are either true or false.
text: OR” is used to express that as long as one of two or more conditions are, met the value of a specified query is true.
text: Logical operators ( && , || , ! , etc.) and condition-testing statements ( if , while ) assume that zero is false and all other values are true.
text: It can be thought of as an operator or function that returns a value that is either true or false.
text: In Java’s case however, the values for the Boolean keyword are true and false, instead of yes
text: Boolean values can only be true or false.
text: Boolean Algebra is a branch of algebra that involves bools, or true and false values.
text: A Boolean value is either true or false.
text: Boolean algebra — taking true and false values, manipulating them according to logical rules, and coming up with appropriate true and false results — is the fundamental basis of the modern digital computer.
text: // Value is true because a is greater than b 3 System . out .
text: // Value is true because a does not equal b 5 System . out .
text: println ( b <= a ); // Value is true because b is less than a Output for code section 3.37 true false true true
text: The boolean AND operator ("&&") will result in true if and only if the values on both sides of the operator are true.
text: Even if one value is true then the whole expression is True.
text: If the first operand evaluates to true , the value of the expression is true , regardless of the value of the second operand.
text: In the context of symbolic logic these values are true and false.
text: Numeric and complex vectors will be coerced to logical values, with zero being false and all non-zero values being true.
text: Because Boolean values are either true or false , there is little reason to explicitly call the CompareTo method, which indicates whether an instance is greater than, less than, or equal to a specified value.
text: Some logicians, however, draw a firm distinction between a functional form, like those in the left column, which they interpret as an application of a function to a pair of arguments — and thus a mere indication that the value of the compound expression depends on the values of the component expressions — and an equational form, like those in the right column, which they interpret as an assertion that the arguments have equal values, in other words, that the functional value of the compound expression is true.
text: It forms a mathematical structure that is based only upon the values 1 (true) and 0 (false).
text: Short-circuit evaluation, minimal evaluation, or McCarthy evaluation (after John McCarthy) is the semantics of some Boolean operators in some programming languages in which the second argument is executed or evaluated only if the first argument does not suffice to determine the value of the expression: when the first argument of the AND function evaluates to false , the overall value must be false ; and when the first argument of the OR function evaluates to true , the overall value must be true .
text: If the value of the left-hand operand is true , then the right-hand expression is evaluated; if the result has type Boolean , it is subjected to unboxing conversion (§5.1.8).
text: If the resulting value is true , the value of the conditional-or expression is true and the right-hand operand expression is not evaluated.
text: If the resulting value is true , the value of the conditional-or expression is true and the right-hand operand expression is not evaluated.
text: If x is true, then the value of x → y is taken to be that of y (e.g. if x is true and y is false, then x → y is also false).
text: That is, if the value is ‘true’ then the not operator will modify it to ‘false’ and vice versa.
text: The value False is equivalent to 0 (zero) and any nonzero value is considered True when converting to a Boolean value.