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3x3. 5x5
An expression is used in algebraic expressions meaning (890.098)+755,634 and a equality is a term meaning equal in both ways.
a number plus 65
x+8 8+x
x is non negative and x is not greater than 0
how many different ways can you use the digits 3 and to write expressions in exponential form/ what are the expressions
5.05 is equivalent to 5.05. No other number is equivalent, though you might write the number in different ways, i.e., using different expressions that evaluate to that number.
3x3. 5x5
An expression is used in algebraic expressions meaning (890.098)+755,634 and a equality is a term meaning equal in both ways.
a number plus 65
x+8 8+x
112
x is non negative and x is not greater than 0
Oh, dude, it's like super simple. So, you could write 15-b as 15 minus b or as b subtracted from 15. It's like basic algebra, you know?
In many ways. It really depends on the algebraic expression. If several terms are added/subtracted, you can usually combine similar terms (terms that have the same combination of variables). If variables are multiplied, you can combine the same variable, adding the corresponding exponents. Sometimes expressions get simpler if you factor them; sometimes you have to multiply out (in other words, the opposite of factoring). Quite frequently, you have to use a combination of methods to simplify expressions. Take an algebra book, and look at some of the examples.
Properties of operations, such as the commutative, associative, and distributive properties, can be used to manipulate expressions in ways that preserve their value while changing their form. By applying these properties systematically, one can generate equivalent expressions that are easier to work with or better suited to a specific problem. This can streamline the problem-solving process by simplifying complex expressions or rearranging terms to highlight patterns or relationships.
"GCF"s are usually only relevant to numbers, not to algebraic expressions. But even if they applied to expressions, the "C" in GCF stands for "common", which means "same for both", and you only listed a single excpression, so there can't be anything 'common' about it. In short, your question loses in at least two ways.