The negative of the statement ''A circle is an ellispe'' is

Options

A. An ellispe is a circle
B. An ellipse is not a cicle
C. A circle is not ellispe
D. A circle is an ellispe

Explanation

To find the negation of the statement "A circle is an ellipse," we can follow these steps:

### Step 1: Identify the original statement
The original statement is "A circle is an ellipse."

### Step 2: Understand the concept of negation
Negation involves stating that the original statement is not true. In logical terms, if the statement is "P," the negation is "not P."

### Step 3: Apply negation to the original statement
To negate the statement "A circle is an ellipse," we introduce the word "not." Thus, the negation becomes "A circle is not an ellipse."

### Step 4: Finalize the negated statement
The final negated statement is "A circle is not an ellipse."

### Conclusion
The negation of the statement "A circle is an ellipse" is "A circle is not an ellipse."

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