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Par, Inc. Par, Inc., is a major manufacturer of golf equipment. Management believes that Par's market share could be increased with the introduction of a

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Par, Inc. Par, Inc., is a major manufacturer of golf equipment. Management believes that Par's market share could be increased with the introduction of a cut-resistant, longer-lasting golf ball. Therefore, the research group at Par has been investigating a new golf ball coating designed to resist cuts and provide a more durable ball. The tests with the coating have been promising. One of the researchers voiced concern about the effect of the new coating on driving distances. Par would like the new cut-resistant ball to offer driving distances comparable to those of the current-model golf ball. To compare the driving distances for the two balls, 40 balls of both the new and current models were subjected to distance tests. The testing was performed with a mechanical hitting machine so that any difference between the mean distances for the two models could be attributed to a difference in the two models. The results of the tests, with distances measured to the nearest yard, follow. Model Model Model Modele Current New Current New Current New Current New 264 277 2702 272 2632 274 2812 2832 261 2692 2872 259 2642 266 274 250 2672 263 2892 264 284 2622 2732 2532 272 266 2802 280 2632 2714 2632 260 2582 262 272 274 2602 260 275 270 283 251 2754 281 283e 2812 2672 2632 258 262 2652 2762 255 250 2792 261 266 2892 2602 269 272 2632 274 2552 259 2862 2784 2682 2662 2782 2762 2632 270 264 275 262 2682 264 2624 2792 Managerial Report 1. Use appropriate descriptive statistics to summarize the driving distance data for each model. What similarities or differences do you observe from the sample data? 2. Use the tests of hypothesis procedure to comment on any difference between the population means for the two methods. Discuss your findings. 3. Compute the standard deviation and variance for each model. Conduct a hypothesis test about the equality of population variances for the two models. Discuss your findings. 4. What conclusion can you reach about any difference between the two models? 5. Can you suggest other data or testing that might be desirable before making a final decision on the golf ball to be used in the future

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