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An Izod impact test was performed on 20 specimens of PVC pipe. The ASTM standard for this
material requires that Izod impact strength must be greater than 1.0 ft-lb/in. The sample average
and standard deviation obtained were ( x bar )=1.113 and s = 0.325, respectively. Test H0: ? =
1.0 versus H1: ? > 1.0 using ? = 0.01 and draw conclusions.
t0 = ________________________
t?,n-1 = _________________
An Izod impact test was performed on 20 specimens of PVC pipe. The ASTM standard for this
material requires that Izod impact strength must be greater than 1.0 ft-lb/in. The sample average
and standard deviation obtained were ( x bar )=1.113 and s = 0.325, respectively. Test H0: ? =
1.0 versus H1: ? > 1.0 using ? = 0.01 and draw conclusions.
Solution
sample size,n = 20
sample mean,x = 1.113
standard deviation,s = 0.325
assumed population mean,u = 1
alpha,a = 0.01
H0: u = 1
H1: u > 1
test statistic, t0 = (x-u)/(s/sqrt(n))
t0 = 1.555
critical value = t(a,n-1) = t(0.01,19)
critical value = 2.539
Since t < critical value, H0 can not be rejected
So, we conclude that Izod impact strength is NOT greater than 1.0 ft-lb/in

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PVC Pipe Izod Impact Strength Statistical Analysis

  • 1. An Izod impact test was performed on 20 specimens of PVC pipe. The ASTM standard for this material requires that Izod impact strength must be greater than 1.0 ft-lb/in. The sample average and standard deviation obtained were ( x bar )=1.113 and s = 0.325, respectively. Test H0: ? = 1.0 versus H1: ? > 1.0 using ? = 0.01 and draw conclusions. t0 = ________________________ t?,n-1 = _________________ An Izod impact test was performed on 20 specimens of PVC pipe. The ASTM standard for this material requires that Izod impact strength must be greater than 1.0 ft-lb/in. The sample average and standard deviation obtained were ( x bar )=1.113 and s = 0.325, respectively. Test H0: ? = 1.0 versus H1: ? > 1.0 using ? = 0.01 and draw conclusions. Solution sample size,n = 20 sample mean,x = 1.113 standard deviation,s = 0.325 assumed population mean,u = 1 alpha,a = 0.01 H0: u = 1 H1: u > 1 test statistic, t0 = (x-u)/(s/sqrt(n)) t0 = 1.555 critical value = t(a,n-1) = t(0.01,19) critical value = 2.539 Since t < critical value, H0 can not be rejected So, we conclude that Izod impact strength is NOT greater than 1.0 ft-lb/in