The distributive property is a characteristic that two mathematical operators may have. Numbers do not have a distributive property.
An expression is a collection of numbers and variables, along with mathematical operations, but without an equality (or inequality) symbol.
Expression is the mathematical phrase made up of numbers and operations
Algebraic expressions is a mathematical phrase that contains operations numbers or variables.
An expression.
It is simply a collection of numbers and mathematical operations - until you add some further constraints or qualifications.
It is simply a collection of numbers and mathematical operations - until you add some further constraints or qualifications.
A mathematical expression is a collection of numbers and variables along with mathematical operators - other than equalities or inequalities.
a collection of symbols that jointly express a quantity
the mathematical operators of c are.....%,*,/,+,-
algabraic expression
The distributive property is a characteristic that two mathematical operators may have. Numbers do not have a distributive property.
A set is a collection - of objects, numbers, mathematical entities, etc.
They can have operators. It depends on the formula or function in question. There are lots of kinds of operators that can be used like the mathematical ones, operators for comparisons and boolean operators.
"The expression" means an expression that was referred to earlier - as opposed to any expression.An expression is a collection of numbers and variables together with mathematical operators such as addition, multiplication, exponentiation, trigonometric functions and so on, as well as their inverses. ?An expression must not contain an equality or inequality sign.
Mathematical operators
It is simply a collection or set with operators defined on them. Nothing more, nothing less.If the structure, with one operator, satisfies the requirements of closure, associativity, identity and invertibility in respect of that one operator, then it is a Group.A second operator and additional qualities need to be met for it to be a Ring and further conditions are required for a Field.If you wish to explore the basics, you can look at Group, Ring or Field in Wikipedia but make sure you also put mathematics in your search engine!