Write the given statement in symbolic form using the letter in parentheses to represent the corresponding component.
I plan to take science (a) or commerce (c) in class 11.

Answer

To convert the given statement "I plan to take science (a) or commerce (c) in class 11" into symbolic form, we will follow these steps:

### Step-by-Step Solution:

1. **Identify the Components**:
- The statement mentions two options: Science and Commerce.
- We represent Science with the letter \( a \) and Commerce with the letter \( c \).

2. **Understand the Logical Connector**:
- The word "or" in the statement indicates a logical disjunction. In symbolic logic, "or" is typically represented by the symbol \( \lor \).

3. **Formulate the Symbolic Expression**:
- Since we have two options connected by "or", we can write the symbolic form as:
\[ a \lor c \]
- This means "I plan to take science or commerce".

### Final Symbolic Representation:
Thus, the symbolic representation of the statement is:
\[ a \lor c \]