State true or False : An expression with two terms is called a binomial.

Answer

To determine whether the statement "An expression with two terms is called a binomial" is true or false, let's analyze the definition of a binomial.

### Step 1: Understand the definition of a binomial.
A binomial is a type of polynomial that specifically consists of two terms. These terms can be either like or unlike terms.

### Step 2: Identify examples of binomials.
- Example of a binomial with unlike terms: \(5x + 3y\) (Here, \(5x\) and \(3y\) are unlike terms because they have different variables.)
- Example of a binomial with like terms: \(2x + 2x\) (Here, both terms are like terms because they have the same variable and power.)

### Step 3: Analyze the statement.
The statement claims that "an expression with two terms is called a binomial." This is true because, by definition, a binomial is simply an expression that has two terms, regardless of whether they are like or unlike.

### Conclusion:
Thus, the statement "An expression with two terms is called a binomial" is **True**.

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