Math, asked by Anonymous, 7 hours ago

There are two lines of regression. Both these lines are known to intersect at a specific point [ \bar{x} , \bar{y} ]. ... As per this property, the intersection of both the lines of regression i.e. of y on x and x on y is [ \bar{x} , \bar{y} ]. Hence, this is the solution for both the equations of x and y.
here is your answer harshu
take care and be happy always​

Answers

Answered by nayakrishita123
4

There are two lines of regression. Both these lines are known to intersect at a specific point [ \bar{x} , \bar{y} ]. ... As per this property, the intersection of both the lines of regression i.e. of y on x and x on y is [ \bar{x} , \bar{y} ]. Hence, this is the solution for both the equations of x and y

Answered by Anonymous
9

Answer:

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