what is the algebraic expression for the following word phrase the quotient of 5 and the diffence of x and z a. 5-x/z b. 5-x/z c. x-z/5 d. 5/x-z
d. 5/x-z typo I think ---- 5/(x-z)
ok thanks
You are welcome.
To translate the word phrase "the quotient of 5 and the difference of x and z" into an algebraic expression, we need to identify the mathematical operations involved and the correct order in which they should be applied.
The word "quotient" indicates division, and "difference" suggests subtraction. So, we need to divide 5 by the difference of x and z.
The difference of x and z can be written as (x - z). The expression for the quotient of 5 and the difference of x and z can then be written as 5 / (x - z).
Therefore, the correct algebraic expression for this word phrase is: 5 / (x - z).
Therefore, the correct answer is a. 5 / (x - z).