(-5)x(-5)x(-5)x... 5 Times

Jasonbradley

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Jun 16, 2024

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Multiplying Negative Numbers: (-5) x (-5) x (-5) x (-5) x (-5)

This problem explores the concept of multiplying negative numbers, specifically when the multiplication is repeated five times.

Here's how we break down the problem:

Understanding the Pattern:

• Odd number of negatives: When you multiply an odd number of negative numbers, the result is negative.
• Even number of negatives: When you multiply an even number of negative numbers, the result is positive.

Solving the problem:

1. Calculate the product of the absolute values: 5 x 5 x 5 x 5 x 5 = 3125
2. Apply the sign rule: Since we are multiplying an odd number (five) of negative numbers, the result is negative.

Therefore, (-5) x (-5) x (-5) x (-5) x (-5) = -3125

Key Takeaways:

• Be mindful of the signs when multiplying negative numbers.
• The pattern of odd/even numbers of negatives helps determine the final sign.
• Practice these concepts to build a solid understanding of multiplication with negative numbers.