For a ?2-curve with 9 degrees of freedom, find ?20.005, and interpret the value in terms of the ?2-curve. df?20.10?20.05?20.025?20.01?20.005..................610.64512.59214.44916.81218.548712.01714.06716.01318.47520.278813.36215.50717.53520.09021.955914.68416.91919.02321.66623.589 Select the correct answer below: ?20.005 with 9 degrees of freedom = 16.919. This means that the area to the right of the ?2-value 16.919, under the ?2-curve, is 0.005. ?20.005 with 9 degrees of freedom = 16.919. This means that the area to the right of the ?2-value 0.005, under the ?2-curve, is 16.919. ?20.005 with 9 degrees of freedom = 23.589. This means that the area to the right of the ?2-value 0.005, under the ?2-curve, is 23.589. ?20.005 with 9 degrees of freedom = 23.589. This means that the area to the right of the ?2-value 23.589, under the ?2-curve, is 0.005. ?20.005 with 9 degrees of freedom = 23.589. This means that the area to the left of the ?2-value 23.589, under the ?2-curve, is 0.005.