Consider the following:
p: This computer is good.
q: This computer is cheap.
Write the statement in symbolic form:
This computer is good or cheap.

Answer

To convert the given statement "This computer is good or cheap" into symbolic form, we will follow these steps:

### Step 1: Identify the statements
We have two statements:
- \( p \): This computer is good.
- \( q \): This computer is cheap.

### Step 2: Understand the logical operation
The phrase "or" in logic is represented by the symbol \( \lor \) (logical disjunction). This means that at least one of the statements must be true for the entire statement to be true.

### Step 3: Write the symbolic form
Given that the statement is "This computer is good or cheap," we can express this in symbolic form as:
\[ p \lor q \]

### Final Answer
The symbolic form of the statement "This computer is good or cheap" is:
\[ p \lor q \]

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