The beginning holding is $5500. the value of the holding decreases by a factor of -0.54. find the new value of the holding.

To find the new value of the holding after it decreases by a factor of $-0.54$, we multiply the original value of $5500 by $-0.54$.

\[
\text{New value} = 5500 \times (-0.54) = -2970
\]

Thus, the new value of the holding is $-2970$, which indicates a negative value or loss of $2970.

Would you like further clarification on how this calculation works?

Here are five related questions to consider:
1. What happens to the holding if the factor is positive instead of negative?
2. How would you calculate the percentage decrease from the original amount?
3. If the holding decreased by a different factor, such as $-0.3$, what would the new value be?
4. How can we interpret a negative result in real-world financial terms?
5. What would the holding value be after multiple decreases by the same factor?

**Tip:** When multiplying by a negative factor, the result indicates a direction of change—negative means a reduction or reversal in value.

The beginning holding is $5500. The value of the holding decreases by a factor of -0.54. Find the new value of the holding.

Learn how to find the new value of a $5500 holding after a decrease by a factor of -0.54. This solution demonstrates step-by-step multiplication of a real number by a negative factor, explaining the implications of negative results in financial terms. Ideal for students in Grades 6-8.

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