-32 ÷ 4 = ? and -4 × (-6) = ?
Understand the Problem
The question is asking to solve two mathematical equations: the first is a division problem involving negative numbers, and the second is a multiplication problem involving a negative number. The user needs to find the results of both equations.
Answer
- For $-32 \div 4$: $-8$ - For $-4 \times (-6)$: $24$
Answer for screen readers
The results are:
-
For $-32 \div 4$: $-8$
-
For $-4 \times (-6)$: $24$
Steps to Solve
- Solve the division problem
To solve $-32 \div 4$, we divide the numbers as normal, keeping the negative sign.
$$ -32 \div 4 = -8 $$
- Solve the multiplication problem
Next, we solve the multiplication problem $-4 \times (-6)$. Since we are multiplying two negative numbers, the result will be positive.
$$ -4 \times (-6) = 24 $$
The results are:
-
For $-32 \div 4$: $-8$
-
For $-4 \times (-6)$: $24$
More Information
In math, dividing a negative number by a positive number results in a negative number. Conversely, multiplying two negative numbers results in a positive number. This is a fundamental rule in arithmetic.
Tips
- Confusing the signs in multiplication: Remember that two negatives make a positive. A common mistake is thinking that multiplying negatives gives a negative result.
- Incorrectly performing division with negatives: Some might forget the negative sign when dividing a negative by a positive.
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