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Yashika Yashika

Yashika Y.

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INSTANT ANSWER

\begin{tabular}{|c|c|c|c|c|c|c|} \hline & \multicolumn{2}{|c|}{ Commodity A } & \multicolumn{2}{c|}{ Commodity B } & \multicolumn{2}{c|}{ Commodity C } \\ \hline Year & Price & Quantity & Price & Quantity & Price & Quantity \\ \hline 1 & 250 & 1200 & 121 & 3200 & 675 & 1800 \\ \hline 2 & 255 & 1500 & 115 & 3500 & 700 & 1900 \\ \hline 3 & 253 & 2700 & 128 & 2400 & 714 & 2100 \\ \hline 4 & 261 & 2000 & 135 & 2500 & 734 & 3900 \\ \hline \end{tabular}

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Diwakar Mandilwar verified

Numerade educator

1. The price of a train ticket to London from Lanchester in 1995 is £30 1996 is £40 1997 is £50 2000 is £60 Use simple index and calculate price index for the ticket for these four years with base year 2000.

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The following table provides an observation of price and quantity demanded for a kind of fruit. Please use software to do correlation analysis and regression analysis, and then write a short report on price and quantity demanded. Please notice: 1. APA format is required. ( 20 points) 2. You need a clear and logical structure. ( 20 points) 3. Limit the main body of your report within 2 pages. (Content and analysis 60 points)

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Alison Rodriguez verified

Numerade educator

A small firm builds two types of products. Type A requires 20 minutes on threading machine, 10 minutes on slotting machine and 7.5 minutes of craftsman time. Type B requires 10 minutes on threading machine, 20 minutes on slotting machine and 30 minutes of craftsman time. Each day there are 200 minutes of threading machine time, 120 minutes of slotting machine time and 150 minutes of craftsman time available. The profit on each type A product is $5 and on each type B product is $12. To maximize profit, please: 1. Formulate the appropriate linear programming problem. 2. Use graphical solution to solve it, please mark corner points clearly. 3. You can draw the graph by hand, take a picture of your solution

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Ahmad Reda verified

Numerade educator

A survey was taken of 800 randomly selected students asking them if they used public transportation to get to class. 120 answered that they did. Construct a 95% confidence interval for this proportion. 1. Please take a piece of paper and write down the process of establishing confidence interval step by step. 2. According to past experience, 20% of students took public transportation. Test if the situation changed. Solve the problem step by step.

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