Classify into monomials, binomials and trinomials.
`5 - 3t`

Answer

To classify the expression \(5 - 3t\) into monomials, binomials, or trinomials, we can follow these steps:

### Step 1: Identify the terms in the expression
The expression given is \(5 - 3t\). We need to identify how many distinct terms are present in this expression.

### Step 2: Count the terms
In the expression \(5 - 3t\):
- The first term is \(5\).
- The second term is \(-3t\).

### Step 3: Determine the number of terms
Now, we count the number of terms:
- There are 2 terms: \(5\) and \(-3t\).

### Step 4: Classify the expression
According to the definitions:
- A **monomial** has 1 term.
- A **binomial** has 2 terms.
- A **trinomial** has 3 terms.

Since our expression \(5 - 3t\) has 2 terms, it fits the definition of a binomial.

### Conclusion
Thus, the expression \(5 - 3t\) is classified as a **binomial**.

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