Which of the following does not have the same value as the other
- 3/7
3/-7
-3/7
-3/-7
3/7
To determine which of the given fractions does not have the same value as the others, we need to compare their values.
Let's simplify the fractions to a common denominator:
- 3/7 (already in simplified form)
- 3/-7 = -3/7
- -3/7 (already in simplified form)
- -3/-7 = 3/7
From the simplification, we can see that the second fraction, 3/-7, is equivalent to -3/7.
Therefore, the fraction that does not have the same value as the others is:
3/-7.
To determine which of the given fractions does not have the same value as the others, we can simplify each fraction and compare them.
The given fractions are:
1) 3/7
2) 3/-7
3) -3/7
4) -3/-7
Let's simplify each fraction:
1) 3/7: This fraction cannot be further simplified.
2) 3/-7: This fraction can be simplified by dividing both the numerator and denominator by their greatest common divisor, which is 1. So, 3/-7 is already simplified.
3) -3/7: This fraction is the negative of 3/7, but it has the same value as 3/7.
4) -3/-7: This fraction can be simplified by dividing both the numerator and denominator by their greatest common divisor, which is 1. So, -3/-7 is already simplified.
After simplifying all the fractions, we find that -3/7 does not have the same value as the others. Therefore, the answer is -3/7.