State 'T' for true and 'F' for false.
(a) Two distinct lines meeting at a point are called concurrent lines.
(b) The centre of a circle is always in its interior.
(c) A line has no end points.

Options

A. `{:("(a) (b) (c) "),("F T F"):}`
B. `{:("(a) (b) (c) "),("F T T"):}`
C. `{:("(a) (b) (c) "),("T F F"):}`
D. `{:("(a) (b) (c) "),("T T T"):}`

Answer

To solve the question, we need to evaluate each statement and determine if it is true (T) or false (F).

### Step-by-Step Solution:

1. **Evaluate Statement (a)**: "Two distinct lines meeting at a point are called concurrent lines."
- **Explanation**: Concurrent lines are defined as lines that intersect at a single point. However, the statement uses the term "concrete lines," which is incorrect terminology. The correct term is "concurrent lines." Therefore, this statement is false.
- **Result**: (a) F

2. **Evaluate Statement (b)**: "The centre of a circle is always in its interior."
- **Explanation**: The center of a circle is defined as the point that is equidistant from all points on the circumference. By definition, the center is located within the circle, making this statement true.
- **Result**: (b) T

3. **Evaluate Statement (c)**: "A line has no end points."
- **Explanation**: A line is defined in geometry as a straight one-dimensional figure that extends infinitely in both directions. Since it does not have endpoints, this statement is true.
- **Result**: (c) T

### Final Answers:
- (a) F
- (b) T
- (c) T

### Summary:
- (a) F
- (b) T
- (c) T