To find the product of the expression \(-6 \times -43 \times 10\), we can calculate it step by step.
First, multiply the two negative numbers: \[ -6 \times -43 = 258 \quad (\text{since the product of two negatives is positive}) \]
Now, multiply this result by 10: \[ 258 \times 10 = 2580 \]
However, it seems that 2580 is not one of the provided options. Thus, let's check if the correct multiplication is used:
- \(-6 \times -43 = 258\)
- Then multiplying it by 10 gives = \(2580\).
Since this is not matching the options, it is likely we need to reconsider the multiplication or clarify the task.
On the initial read, it seems like we have evaluated correctly. The required product of \( -6 \times -43 \times 10\) is indeed 2580, but if we are forced to select from the options, then let's re-evaluate smaller combinations of factors or check if context or signs were misunderstood:
- The answer is 2580, but per options, none seem accurate, indicating a possible error in options or interpretation.
Can you confirm the expression or provide more options?
1 answer