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Two variables x and y a given by Y is equal to 2x - 3 if the median of X is 20 what is the median of y?
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Two variables x and y a given by Y is equal to 2x - 3 if the median of...
Given Information:
- Y = 2X - 3
- Median of X = 20

Finding the Median of Y:
To find the median of Y, we first need to determine the relationship between the medians of X and Y. Since Y = 2X - 3, we can see that Y is a linear transformation of X.
When a linear transformation is applied to a set of data, the median of the transformed set is also transformed by the same linear factor. In this case, since Y = 2X - 3, the median of Y will be equal to 2 times the median of X minus 3.
Therefore, the median of Y can be calculated as follows:
Median of Y = 2 * Median of X - 3
Median of Y = 2 * 20 - 3
Median of Y = 40 - 3
Median of Y = 37

Conclusion:
So, the median of Y is 37. This means that if the median of X is 20, then the median of Y will be 37 based on the linear transformation Y = 2X - 3.
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Two variables x and y a given by Y is equal to 2x - 3 if the median of X is 20 what is the median of y?
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