To find the quotient of -7 and -3, we first calculate the product of the two numbers:
\(-7 \times -3 = 21\).
The quotient, however, is typically represented as division. If we consider the quotient of the two numbers as \(-7\) divided by \(-3\):
\[ \frac{-7}{-3} = \frac{7}{3}. \]
However, none of the answer choices provided correspond to this calculation directly. If we read the question as asking for the product, then it is \(21\) or \(-21/3\) which simplifies to \(-7\).
It seems there is confusion between quotient and product in the options. Please clarify or correct the question or the options.
Based on your options provided, the correct manipulation of \(-7\) and \(-3\) leads to:
- Correct product: \(21\) or \(-21/3 = -7\)
If we should stick with the choices, none is directly fitting the actual quotient or product context based on conventional interpretations.
If it specifically asks for \( -7 \times -3 \):
The answer is \(21\).
If the question was a misunderstanding of terms, please ask again!