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What is twice 3 as an algebraic expression?
3 x 2 = 6
What is the algebraic expression for twice the number,x, increased by 15?
2x+15
How do you write 4 more than twice x?
As an algebraic expression it is: 2x+4
Which phrase describes the algebraic expression x-21.5?
They are two terms of an algebraic expression.
What is twice a number less twelve?
As an algebraic expression this is written 2x - 12, where x is the unknown number.
What is twice 3 as an algebraic expression?
3 x 2 = 6
What is an algebraic expression for 3 more than twice x?
(2x)+3
What is an algebraic expression for 6 less than twice x?
2X-6
What is the algebraic expression for twice the number,x, increased by 15?
2x+15
What is the quotient of twice a number and 6 in algebraic expression?
Well, darling, the quotient of twice a number and 6 in algebraic expression is simply 2x/6. It's as easy as pie, just divide 2 times the number by 6 and you've got your answer. Math doesn't have to be a headache, honey, just keep it simple and you'll be fine.
What is the algebraic expression for twice a number is seventy-six?
2x = 76 x = 38
How do you write 4 more than twice x?
As an algebraic expression it is: 2x+4
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 an algebraic expression of the quotient of a number x and seven less twice the number y?
x / (2y - 7)
Which phrase describes the algebraic expression x-21.5?
They are two terms of an algebraic expression.
What is six more than twice m algebraic expression?
The algebraic expression is 2m+6
How do you determine whether an expression is rational algebraic expression or not?
If the algebraic expression can be written in the form of a(x)/b(x) where a(x) and b(x) are polynomial functions of x and b(x) ≠0, then the expression is a rational algebraic expression.
