A $\chi ^ { 2 }$-curve with 24 degrees of freedom resembles a normal curve more closely than a $\chi ^ { 2 }$-curve with 23 degrees of freedom?

Question

Quizplus · Accepted Answer

As the degrees of freedom increase, the shape of the $\chi^2$-distribution becomes more symmetrical and starts to resemble the normal distribution more closely. Therefore, a $\chi^2$-curve with 24 degrees of freedom is closer to a normal curve than one with 23 degrees of freedom.

A χ2\chi ^ { 2 }χ2 -Curve with 24 Degrees of Freedom Resembles a Normal Curve

A $\chi ^ { 2 }$ -Curve with 24 Degrees of Freedom Resembles a Normal Curve