when you find a form of uncorrelated dependence, how do you test what if the squares were dependent when the squares are dependent, then there's a form of dependence among the unsquared values? how do you prove dependence if the squares were dependent and the y are uncorrelated, then the value in xy would be e(x)y=e(xy) how to find dependancy in a square of time when squares are uncorrelated, what is the value of the equation? if the squares were dependent, there's a form of dependence among the unsquared values. can you prove dependancy how do you find dependency if squares are dependent, there's a form of dependence among the unsquared values. when there's a form of dependence among the unsquared values, why is it that if the squares were dependent, there's a form of dependence among the unsquared values. if the squares were dependent, then there's a form of dependence among the unpaired values. how do you prove that a square is dependent is uncorrelatedness a dependent condition if the squares were dependent, there's a form of dependence among the unsquared values. if the squares are dependent, there's a form of dependence among the unsquared values. how do you prove this exactly? if the squares were dependent, there's a form of dependence among the unsquared values. if the squares were dependent, then there's a form of dependence among the unsquared values.