suppose-the-correlation-coefficient-for-a-set-of-data-is-r0910-r-0910-what-is-th

Question

Suppose the correlation coefficient for a set of data is $r equals 0.910$ . What is the coefficient of determination? How much of the variation is explained and how much is unexplained?

Accepted Answer

Coefficient of determination: $r equals 0.910$

$82.8 percent sign$ explained, $17.2 percent sign$ unexplained

Answer

Coefficient of determination: $r equals 0.910$

$82.8 percent sign$ explained, $17.2 percent sign$ unexplained

Answer

Coefficient of determination: $r equals 0.910$

$82.8 percent sign$ explained, $17.2 percent sign$ unexplained

Answer

Coefficient of determination: $r equals 0.910$

$82.8 percent sign$ explained, $17.2 percent sign$ unexplained

Suppose the correlation coefficient for a set of data is r=0.910 r = 0.910 . What is the coefficient of determination? How much of the variation is explained and how much is unexplained?

Suppose the correlation coefficient for a set of data is $r equals 0.910$ . What is the coefficient of determination? How much of the variation is explained and how much is unexplained?