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empty set- set contains no element
EX.
A= set of cosmonauts land on mars A( it is a null set because there are no cosmonauts land s on mars
finite set- sets whose elements are countable
EX.
A ( a,e,i,o,u) there are four (4) it is countable
infinite set- sets whose elements are uncountable
EX.
A. (1234......... and so on) has no end
equal sets- sets with the same element
EX.
A( 1,2,3,4,5)
B( 1,2,3,4,5) they have the both same element
equivalent set- sets with the same number of elements ( note: number not element)
EX.
F ( a,b,c,d,e,f) they have both quantity in each set
Q( 1,2,3,4,5)
universal sets- total of all the elements on given sets (give the totality)
EX.
F( 1,2,3,4,5,)
E(,6,7,8,9,10)
total (1,2,3,4,5,6,7,8,9,10)
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What are the different lines of operations according to Antoine Henry Jomini?
According to Jomini there are two types of "Lines of Operations" :- First are the "Natural Kinds of Lines of Operation" i.e different terrain feature around which different operations can be conducted. Second are the interior lines of operations i.e putting your concentrated force between two divided segments of the enemy
Why set theory is important?
The theory of numbers is based on the property of sets of different kinds of numbers.
What is another name for the inverse in fraction operations?
The names of inverse operations depend on the operations, not on whether they are applied to fractions or other kinds of numbers.
What are set operations in math?
The basic operations are union, intersection and complement.
What are the rules governing operations of real numbers?
There are different rules for different operations.
Can you define the different kinds of set?
Null Empty set- Singleton set-
What are the different lines of operations according to Antoine Henry Jomini?
According to Jomini there are two types of "Lines of Operations" :- First are the "Natural Kinds of Lines of Operation" i.e different terrain feature around which different operations can be conducted. Second are the interior lines of operations i.e putting your concentrated force between two divided segments of the enemy
What are the main operations of relational algebra?
The main operations of relational algebra are 1. The select Operation 2. The projection operation 3. The union operation 4.The set different operations 5.The Cartesian-product operation. 6.The rename operation. 7.Additional operations. 8.The Set-Intersection operations. 9.Natural-join operations. 10.Division operation. 11.The Assignment operation.
What are the kinds of a set?
set contains two kinds a negative and positive set
What are the Four kinds of fundamental operations in integers?
asa
What are kinds of operations?
Heart transplant and trees are purple
Why set theory is important?
The theory of numbers is based on the property of sets of different kinds of numbers.
What are the different kind of sets according to the relationship?
There are three different kinds of sets according to the relationship. The three different kind of sets according to the relationship are binary relationship set, ternary relationship set, and relationship set with abbreviated name.
What is another name for the inverse in fraction operations?
The names of inverse operations depend on the operations, not on whether they are applied to fractions or other kinds of numbers.
Will different kinds of salt make different kinds of crystals?
Yes. Different kinds of salt can make different kinds of crystals
What are set operations in math?
The basic operations are union, intersection and complement.
What are the rules governing operations of real numbers?
There are different rules for different operations.
