Which of the following does not have the same value as the others?
A. - 3/7
B. -3/-7
C. 3/-7
D. -3/7
B. -3/-7
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Math Unit 3 Lesson 6 (Divide Rational Numbers) answers are:
1. -725 รท (-29) (D.)
2. -3/-7 (B.)
3. 7 (B.)
4. 2 1/3 (B.)
5. Division is neither communitive nor associative (C.)
Thank you for providing the answers for Math Unit 3 Lesson 6 (Divide Rational Numbers). It's great to see that you have completed the lesson successfully! If you have any more questions or need further assistance, please don't hesitate to ask.
To determine which of the given options does not have the same value as the others, let's simplify each fraction:
A. -3/7
B. -3/-7
C. 3/-7
D. -3/7
Simplifying these fractions, we can make the following observations:
A. -3/7 remains the same.
B. -3/-7 can be simplified to 3/7.
C. 3/-7 can be simplified to -3/7.
D. -3/7 remains the same.
Comparing the simplified fractions, we can see that option B. -3/-7 (which simplifies to 3/7) does not have the same value as the others. Therefore, option B is the correct answer.
To determine which of the following fractions does not have the same value as the others, we need to simplify each of the fractions and compare them.
Let's simplify each fraction:
A. - 3/7
This fraction cannot be simplified any further.
B. -3/-7
To simplify this fraction, we need to multiply both the numerator and denominator by -1:
(-3 * -1) / (-7 * -1) = 3/7
C. 3/-7
This fraction cannot be simplified any further.
D. -3/7
This fraction cannot be simplified any further.
Comparing the simplified fractions, we see that A (-3/7), C (3/-7), and D (-3/7) all have the same value of -3/7. However, B (-3/-7) has a different value of 3/7.
Therefore, the answer is B (-3/-7) does not have the same value as the others.