Solve for {eq}x {/eq}.

{eq}\displaystyle 6 = \bigg(\dfrac {12}{\sqrt x}\bigg) + 2 {/eq}.

Question:

Solve for {eq}x {/eq}.

{eq}\displaystyle 6 = \bigg(\dfrac {12}{\sqrt x}\bigg) + 2 {/eq}.

Algebraic expression:

An algebraic expression is an expression that contains some variable, constant, and some mathematical operation such as division, multiplication, addition, subtraction, etc., may occur.

Use these mathematics operations to solve the expression and calculate the value of the variable.

Answer and Explanation: 1

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Given Data:

  • The given algebraic expression is {eq}6 = \left( {\dfrac{{12}}{{\sqrt x }}} \right) + 2 {/eq}.


Use some basic operations to solve...

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What is a Variable Expression? - Definition & Example

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Chapter 22 / Lesson 10
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Learn what a variable expression is. Discover types of expressions and equations, learn how to write a variable expression, and study variable expression examples.


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