"The following" doesn't make sense if you don't include a list.
You can find a list of Java operators, including their precendence, at http://docs.oracle.com/javase/tutorial/java/nutsandbolts/operators.html. Or search for [java operator precedence] for additional places that explain this topic.
Logical operator precedence (from highest precedent to lowest):
# NOT !
# boolean AND & # boolean XOR ^
# boolean OR | # AND && # OR
A logical shift moves bits left or right. After a left shift, the high-order bit is lost while a zero is inserted in the low-order bit. After a right-shift, the low-order bit is lost and a zero inserted in the high-order bit. The left (<<) and right (>>) shift operators are binary operators; the first operand is the value being shifted, the second operand is the number of bit positions to shift. Thus x << y will left shifts all the bits of x by y bit positions.
In all popular high-level programming languages, the order in which operators are interpreted ("operator precedence") is vital to ensuring that all compilers execute instructions in precisely the same manner, as the "order of operations" rule is vital in mathematics. In the case of C and C++, arithmetic operators are executed prior to logic operators. For a detailed description of operator precedence, see the related links below.
Logical operations involve the use of three operators - NOT, AND and OR. NOT simple negates a value. It uses one operand. For Example - a) Not True (which means, False as True and False are the only possible values) b) Knowing English AND French (means someone who knows both English AND French) c) Knowing English OR French (means someone who knows either English or French).
Because there is not an "order of operations" in prefix or postfix notation. The order in which you put the numbers and operators is the order in which calculation occurs.
Sequence
There are arithmetic operators (+, -, %, ++, etc.), comparison operators (<, ==, >=, !=, etc.), logical operators (&&, !, , etc.), assignment operators (=, *=, %=, +=, etc.), conditional operator (?:). The order of operations is unary (!, ++, --), multiplicative (left to right; *, /, %), additive (left to right; +, -), relational (left to right; <, <=, >, >=), equality (left to right; ==, !=), logical and (left to right; &&, and), logical or (left to right; , or), conditional (?:), assignment.
A logical shift moves bits left or right. After a left shift, the high-order bit is lost while a zero is inserted in the low-order bit. After a right-shift, the low-order bit is lost and a zero inserted in the high-order bit. The left (<<) and right (>>) shift operators are binary operators; the first operand is the value being shifted, the second operand is the number of bit positions to shift. Thus x << y will left shifts all the bits of x by y bit positions.
Logical means reasonable, able to be backed up by fact and proven scientifically. Logical order means that the order makes factual sense, such as when you put something into chronological order.
In all popular high-level programming languages, the order in which operators are interpreted ("operator precedence") is vital to ensuring that all compilers execute instructions in precisely the same manner, as the "order of operations" rule is vital in mathematics. In the case of C and C++, arithmetic operators are executed prior to logic operators. For a detailed description of operator precedence, see the related links below.
A relation is defined as a set of tuples. Mathematically, elements of a set have no order among them; hence, tuples in a relation do not have any particular order. In other words, a relation is not sensitive to the ordering of tuples. Tuple ordering is not part of a relation definition because a relation attempts to represent facts at a logical or abstract level. Many logical orders can be specified on a relation but there is no preference for one logical ordering over another.
A relation is defined as a set of tuples. Mathematically, elements of a set have no order among them; hence, tuples in a relation do not have any particular order. In other words, a relation is not sensitive to the ordering of tuples. Tuple ordering is not part of a relation definition because a relation attempts to represent facts at a logical or abstract level. Many logical orders can be specified on a relation but there is no preference for one logical ordering over another.
logical sequence
Saying the "logical illogical" is equivalent to saying "logical magick". "Magick" is that which the logical mind considers impossible. "Logical" and "illogical" are both "polar opposites", and just two of the many ways of being, one of which is "logical illogical": order WITH chaos, and chaos WITH order. There is great beauty in mathematics based on imaginary numbers (logical illogical).
third order of government preference regarding acquisition of products or services?
Saying the "logical illogical" is equivalent to saying "logical magick". "Magick" is that which the logical mind considers impossible. "Logical" and "illogical" are both "polar opposites", and just two of the many ways of being, one of which is "logical illogical": order WITH chaos, and chaos WITH order. There is great beauty in mathematics based on imaginary numbers (logical illogical).
Order of precedence is the priority of various operators in an expression, not overridden by parentheses.
Chronological order.