4. The standard deviation of strength of a population of rebars is unknown. A sample of 25 rebars resulted in x = 38.0 psi and s = 3.50 psi Given hypotheses: Họ: u = 39.0 psi HA: µ < 39 psi a. Calculate the value of the test statistic b. How many degrees of freedom? c. Determine teritical at a 5% significance level. d. Indicate on the probability density function: t critical b. the rejection regions c. the test statistic e. Should the null hypothesis be accepted? а.

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4. The standard deviation of strength of a population of rebars is unknown. A sample of
25 rebars resulted in
x = 38.0 psi and s =
3.50 psi
Given hypotheses:
Họ: µ = 39.0 psi
HA: µ < 39 psi
a. Calculate the value of the test statistic
b. How many degrees of freedom?
c. Determine teritical at a 5% significance level.
d. Indicate on the probability density function:
a. t critical
b. the rejection regions
c. the test statistic
e. Should the null hypothesis be accepted?
Transcribed Image Text:4. The standard deviation of strength of a population of rebars is unknown. A sample of 25 rebars resulted in x = 38.0 psi and s = 3.50 psi Given hypotheses: Họ: µ = 39.0 psi HA: µ < 39 psi a. Calculate the value of the test statistic b. How many degrees of freedom? c. Determine teritical at a 5% significance level. d. Indicate on the probability density function: a. t critical b. the rejection regions c. the test statistic e. Should the null hypothesis be accepted?
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