x is 0 when y is not 0.
x is getting farther away from y.
x and y are moving in different directions.
x and y are increasing by different amounts.
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The statements you provided suggest a scenario where the values of x and y are not dependent on each other.
1. “x is 0 when y is not 0.” – This indicates that x can take a value of 0 regardless of the value of y, meaning y can be any non-zero value while x is still at 0.
2. “x is getting farther away from y.” – If x is 0 and y is not 0, then as y increases or decreases, the distance (or absolute difference) between them increases since one remains at 0.
3. “x and y are moving in different directions.” – This suggests that if y is increasing (for instance), then x is either remaining the same (at 0) or potentially decreasing. Their paths do not align because while y can increase indefinitely, x is fixed at 0.
4. “x and y are increasing by different amounts.” – Since x is stationary at 0 and y can vary, their rates of change are inherently different — y can change while x does not.
In summary, this describes a situation where x and y behave independently, emphasizing that while y can change, x remains constant at 0, leading them to diverge in value and direction. If you have more details or another question, feel free to ask!