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2x-3 , where x is the number referred to in the question

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Related Questions

How do you write 9 less then twice a number?

As an algebraic expression it is: 2x-9


Which algebraic expression corresponds to 3 less than twice a number?

2x-3


What is twice a number less twelve?

As an algebraic expression this is written 2x - 12, where x is the unknown number.


Which of the following verbal expression represents the algebraic expression 2x-8?

The verbal expression that represents the algebraic expression 2x-8 is "twice a number decreased by 8." In this expression, "2x" represents twice the value of a variable "x," and "-8" indicates that 8 is being subtracted from that value. Therefore, "twice a number decreased by 8" accurately describes the algebraic expression 2x-8.


What is the algebraic expression for 6 less than twice a number is 4?

The corresponding expression would be 2x - 6 = 4.


What is an algebraic expression of the quotient of a number x and seven less twice the number y?

x / (2y - 7)


What is Thirteen less than twice a number?

Let the unknown number be x and so the algebraic expression is: 2x -13


What is an algebraic expression for 6 less than twice x?

2X-6


What is the algebraic expression for 10 less than twice w?

2w - 10


How do you write the algebraic expression of 2 less than a number?

To write the algebraic expression for "2 less than a number," first define the number as a variable, commonly ( x ). The phrase "2 less than" indicates subtraction, so the expression would be ( x - 2 ). Therefore, the algebraic expression is ( x - 2 ).


What is the algebraic expression for three less than an unknown number?

The algebraic expression for three less than an unknown number, typically represented as ( x ), is ( x - 3 ). This expression indicates that you subtract 3 from the unknown number ( x ).


What is the algebraic expression of 25 less than a number d?

The algebraic expression for 25 less than a number ( d ) is ( d - 25 ). This indicates that you subtract 25 from the value of ( d ).

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