Find the variables and the terms in the following algebraic expressions.
`(3)/(4)m+6`

Answer

To solve the question of finding the variables and the terms in the algebraic expression \(\frac{3}{4}m + 6\), we will follow these steps:

### Step 1: Identify the Variables
A variable is a symbol that represents an unknown value. In the expression \(\frac{3}{4}m + 6\), we can see that the letter \(m\) is present. Therefore, the variable in this expression is:

- **Variable**: \(m\)

### Step 2: Identify the Terms
Terms in an algebraic expression are the parts that are separated by addition or subtraction. In our expression \(\frac{3}{4}m + 6\), we can break it down into two parts:

1. \(\frac{3}{4}m\) (which is a term that includes the variable \(m\))
2. \(6\) (which is a constant term)

Thus, we can conclude that there are two terms in the expression:

- **Terms**: \(\frac{3}{4}m\) and \(6\)

### Final Summary:
- **Variable**: \(m\)
- **Terms**: \(\frac{3}{4}m\) and \(6\)

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