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Good afternoon, I need your kind answer for below two answers. I am sorry I have attached two questions because they are linked with each

Good afternoon, I need your kind answer for below two answers. I am sorry I have attached two questions because they are linked with each other.

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In 2018, computers of Brand A controlled 25% of the market, Brand B 20%, Brand C 10%, and brand D 45%. In 2019, sample data was collected from many randomly selected stores throughout the country. Of the 1,200 computers sold, 280 were Brand A, 270 were Brand B, 90 were Brand C, and 560 were Brand D. Has the market changed since 2018? To answer this question, what would be the conclusion of the goodness-oft test at the 1% signicance level? Reject the null hypothesis. No, the market share has not changed since 2018, according to the data. Fail to Reject the null hypothesis. Yes, the market share has changed since 2018, according to the data. Reject the null hypothesis. Yes, the market share has changed since 2018, according to the data. Fail to Reject the null hypothesis. No, the market share has not changed since 2018, according to the data. A brokerage rm sells several kinds of investment productsa stock fund, a bond fund, and a tax-deferred annuity. The company is examining whether customer satisfaction depends on the type of investment product purchased. To do this, 100 clients are randomly selected from the population of clients who have purchased shares in exactly one of the funds. The company records the fund type purchased by these clients and asks each sampled client to rate his or her level of satisfaction with the fund as high, medium, or low. The JMP dataset named ClientSasfacon is available under Modules -> Homework 6 datasets. What is your conclusion at the 5% signicance level for assessing if the kind of investment product and the customer satisfaction ratings are dependent? Fail to Reject H0. There is overwhelming evidence to infer that the investment product and client satisfaction rating are independent. Fail to Reject Hg. There is not enough evidence to infer that the investment product and client satisfaction rating are dependent. Reject H0. There is weak evidence to infer that the investment product and client satisfaction rating are dependent. Reject Ho. There is overwhelming evidence to infer that the investment product and client satisfaction rating are dependent

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