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A relationship r^2 = 1-5/14, is it possible? A) possible B) Impossible C)May be possible D)None of the above?
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A relationship r^2 = 1-5/14, is it possible? A) possible B) Impossible...


Possibility of the Relationship r^2 = 1-5/14

Relationships in mathematics are typically expressed in terms of equations or inequalities. In this case, we have the relationship r^2 = 1-5/14. Let's explore the possibility of this relationship.

Analysis

- The given relationship can be simplified as r^2 = 9/14.
- To determine the possibility of this relationship, we need to check if r can be a real number that satisfies the equation.
- Taking the square root of both sides, we get r = ±√(9/14).
- The square root of 9/14 is approximately 0.75. Therefore, r can take values of ±0.75.
- Since the square root of a positive number has both positive and negative solutions, the relationship r^2 = 9/14 is possible.

Conclusion

- The relationship r^2 = 1-5/14 is possible.
- Therefore, the correct answer is option A) Possible.

In conclusion, the relationship r^2 = 1-5/14 is possible as it can be satisfied by real numbers. It is important to analyze such mathematical relationships carefully to determine their feasibility.
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A relationship r^2 = 1-5/14, is it possible? A) possible B) Impossible C)May be possible D)None of the above?
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