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| A manufacturer of light bulbs advertises that, on average, its long-life bulb will last for more than 5,000 hours. To test the claim, a statistician took a random sample of 100 bulbs and measured the amount of time until each bulb burned out. Can we conclude at the 5 percent level of significance that the claim is true? | ||||||
| Required: | ||||||
| H0: | 5,000 | |||||
| Ha: | > | 5,000 | ||||
| Using the data contained in tab "Bulb Lifetime hours", determine the following: | ||||||
| Sample Mean | 5,064.96 | |||||
| Sample Standard Deviation | 411.101524 | |||||
| Sample Size | 100 | |||||
| t = | ||||||
| p-value: | ||||||
| Do you reject or not reject the null hypothesis at alpha = 0.05? | since p-value is | alpha. | ||||
what formula is t value answers
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