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"meta_title": "[Solved] Please answer question.. I also attached | SolutionInn",
"meta_description": "Answer of - Please answer question.. I also attached answer at bottom of question for your FYI Q:5 5. The volume (in fluid ounces) | SolutionInn",
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"question_title_for_js_snippet": "Please answer question I also attached answer at bottom of question for your FYI Q 5 5 The volume (in fluid ounces) placed in a bottle by a bottling machine follows a normal distribution with mean a and variance Over a long period of time, it is observed that 5 of the bottles contain less than 31 5 ounces, while 15 contain more than 32 3 ounces (a) Find p and a (b) What proportion of the bottles contain more than 32 2 ounces (e) We observe bottles until we find 3 with more than 32 2 ounces What is the probability that 10 bottles must be observed in total 6 Suppose X and Y are independent random variables with X N(3 4) and Y N( 8, 25) Let U X 5Y and V 6X cY, where c is a constant (a) What are the distributions of U and V (b) Find the value of b such that P(U 0 5 1 1",
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<\/p>
Please answer question.. I also attached answer at bottom of question for your FYI<\/p>
<\/p>
Q:5<\/p>
<\/div><\/div><\/div><\/figure> 5. The volume (in fluid ounces) placed in a bottle by a bottling machine follows a normal distribution with mean a and variance \". Over a long period of time, it is observed that 5% of the bottles contain less than 31.5 ounces, while 15% contain more than 32.3 ounces. (a) Find p and a. (b) What proportion of the bottles contain more than 32.2 ounces? (e) We observe bottles until we find 3 with more than 32.2 ounces. What is the probability that 10 bottles must be observed in total?6. Suppose X and Y are independent random variables with X ~ N(3. 4) and Y ~ N(-8, 25). Let U = X -5Y and V = -6X +cY, where c is a constant. (a) What are the distributions of U and V? (b) Find the value of b such that P(U 0.5 1=1",
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<\/div><\/div><\/div><\/figure> 5. The volume (in fluid ounces) placed in a bottle by a bottling machine follows a normal distribution with mean a and variance \". Over a long period of time, it is observed that 5% of the bottles contain less than 31.5 ounces, while 15% contain more than 32.3 ounces. (a) Find p and a. (b) What proportion of the bottles contain more than 32.2 ounces? (e) We observe bottles until we find 3 with more than 32.2 ounces. What is the probability that 10 bottles must be observed in total?6. Suppose X and Y are independent random variables with X ~ N(3. 4) and Y ~ N(-8, 25). Let U = X -5Y and V = -6X +cY, where c is a constant. (a) What are the distributions of U and V? (b) Find the value of b such that P(U 0.5 1=1",
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