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Can someone please help with this business statistics question asap?? esl' 2 On In When choosing the right coffee beans for you, buying singlerorigin or

Can someone please help with this business statistics question asap??

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esl' 2 On In\" When choosing the right coffee beans for you, buying singlerorigin or blended coffee is another factor to consider. Buy single origin if you Not yet saved enjoyr the body and flavour profile of specific coffee regions, and go for blend if you're happy with beans that have come from various Marked \"\"1 0f geographic areas. Generally, the proportion of coffee beans that are blended is 0.475. 6.00 _ Based on a randomly selected sample of 63 batches of coffee beans, 30 of them are blended. F Flag question 'I. [3 mark) What is the distribution for the number of blended coffee beans [X = 30)? c and write down the two parameters that determine the shape of this distribution, (integer) and [3dp] Assuming we can make a normal approximation to Binomial distribution (Hint: check that conditions are satisfied). what is the probability that, in a random sample of 63 batches of coffee beans, 2. [1 mark) greater than 40 coffee beans are blended? (3dp) 3. [1 mark) no more than 22 coffee beans are blended? (3dp) 4. [1 mark) there are between 24 and 36 blended coffee beans? (3dp) Question 2 When choosing the right coffee beans for you, buying single-origin or blended coffee is another factor to consider. Buy single origin if you Not yet saved enjoy the body and flavour profile of specific coffee regions, and go for blend if you're happy with beans that have come from various Marked out of geographic areas. Generally, the proportion of coffee beans that are blended is 0.475. 6.00 Flag question Based on a randomly selected sample of 63 batches of coffee beans, 30 of them are blended. 1. (3 mark) What is the distribution for the number of blended coffee beans (X = 30)? and write down the two parameters that determine the shape of this distribution, (integer) and Binomial distribution Uniform distribution Assuming we can make a normal approximation to Binomial distribution (Hint: check that Normal distribution what is the probability that, in a random sample of 63 batches of coffee beans, 2. (1 mark) greater than 40 coffee beans are blended? (3dp) 3. (1 mark) no more than 22 coffee beans are blended? (3dp) 4. (1 mark) there are between 24 and 36 blended coffee beans? (3dp)

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