Which expression has a negative value?
-5 · 5 · -5 · -5 · -5
-5 · -5 · 5
-5 · 5 · -5 · -5
-5 · -5
Which expression has a negative value
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Which expression has a negative value?
-5 · 5 · -5 · -5 · -5
-5 · -5 · 5
-5 · 5 · -5 · -5
-5 · -5
To determine which expression has a negative value, let’s analyze each one step-by-step.
1. Expression: -5 · 5 · -5 · -5 · -5
– There are three negative signs.
– An odd number of negative signs results in a negative product.
– Value: Negative.
2. Expression: -5 · -5 · 5
– There are two negative signs.
– An even number of negative signs results in a positive product.
– Value: Positive.
3. Expression: -5 · 5 · -5 · -5
– There are three negative signs.
– Again, an odd number of negative signs results in a negative product.
– Value: Negative.
4. Expression: -5 · -5
– There are two negative signs.
– An even number of negative signs results in a positive product.
– Value: Positive.
Based on this analysis, the expressions that yield a negative value are:
– -5 · 5 · -5 · -5 · -5
– -5 · 5 · -5 · -5
So, the expressions with a negative value are:
1. -5 · 5 · -5 · -5 · -5
2. -5 · 5 · -5 · -5
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