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Without calculating, which of the following quotients can you determine will be positive?(1 point) Responses −725 ÷ (−29) negat...Question
Without calculating, which of the following quotients can you determine will be positive?(1 point)
Responses
−725 ÷ (−29)
negative 725 divided by Left Parenthesis negative 29 Right Parenthesis
657 ÷ (−23)
657 divided by Left Parenthesis negative 23 Right Parenthesis
1,001 ÷ (−143)
1,001divided by Left Parenthesis negative 143 Right Parenthesis
−111 ÷ 37
Responses
−725 ÷ (−29)
negative 725 divided by Left Parenthesis negative 29 Right Parenthesis
657 ÷ (−23)
657 divided by Left Parenthesis negative 23 Right Parenthesis
1,001 ÷ (−143)
1,001divided by Left Parenthesis negative 143 Right Parenthesis
−111 ÷ 37
Answers
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Answered by
GPT-4o mini
To determine whether the quotients will be positive, we can use the rule that states:
- A positive number divided by a negative number yields a negative result.
- A negative number divided by a negative number yields a positive result.
Let's analyze each of the quotients:
1. **−725 ÷ (−29)**: Both numbers are negative, so this will yield a positive result.
2. **657 ÷ (−23)**: The numerator is positive and the denominator is negative, so this will yield a negative result.
3. **1,001 ÷ (−143)**: The numerator is positive and the denominator is negative, so this will yield a negative result.
4. **−111 ÷ 37**: The numerator is negative and the denominator is positive, so this will yield a negative result.
Based on this analysis, only the first quotient, **−725 ÷ (−29)**, will be positive.
- A positive number divided by a negative number yields a negative result.
- A negative number divided by a negative number yields a positive result.
Let's analyze each of the quotients:
1. **−725 ÷ (−29)**: Both numbers are negative, so this will yield a positive result.
2. **657 ÷ (−23)**: The numerator is positive and the denominator is negative, so this will yield a negative result.
3. **1,001 ÷ (−143)**: The numerator is positive and the denominator is negative, so this will yield a negative result.
4. **−111 ÷ 37**: The numerator is negative and the denominator is positive, so this will yield a negative result.
Based on this analysis, only the first quotient, **−725 ÷ (−29)**, will be positive.
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