A new curing process developed for a certain type of cement results in a mean compressive strength of 5000 kilograms per square centimeter with a standard deviation of 120 kilograms
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A new curing process developed for a certain type of cement results in a mean compressive strength of 5000 kilograms per square centimeter with a standard deviation of 100 kilograms. To test the hypothesis that µ = 5000 against the alternative that µ < 5000, a random sample of 25 pieces of cement is tested. The critical region is defined to be x<4970. Find the probability of committing a type I error when H0 is true.
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Find the probability of committing a type I error:
Explanation:
- We have, n = 50,
- μ = 5000,
- σ =120
- If x bar falls in the interval x bar ≥ 4970, we accept
- the null hypothesis H_0 : μ = 5000;
- Otherwise, we accept
- the null hypothesis H1 : μ ≠ 5000
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