The MAD for Method 1 = thousand gallons (round your response to three decimal places).

What is the Contribution Margin $ for one drink? Bottle size = 1000 ml (1 liter) OI (bottles) = 4.4 Issues (bottles) = 5.0 EI (bottles) = 3.8 Bottle cost = $28.00 Number sold = 180 Drink size (oz) = 1.4 Drink price = $6.5 $2.00 $5.00 $5.34 $3.50

Which of the following add customer value? Group of answer choices storage time processing time setup time idle time

Turbulent only please

Please elaborate on your response. In gratitude The firm will no longer provide support for your present LIS system, thus you will need to choose a new one. In order to choose the optimal setup for your lab. (Remember that throughout this transition, you must maintain testing on the present system.) How and why do you handle all divisions simultaneously?

Ggg(b) Should I sell my gas-guzzler? My 2001 Toyota Corolla is quite functional, but it only averages 20 miles per gallon (mpg). I have found a somewhat newer vehicle (roughly the same functionality) that averages 26 mpg. I can sell my current car for BDT1,400,000 and purchase the newer vehicle for BDT2,000,000. Assume a cost of gasoline BDT400 per gallon. How many miles per year must I drive if I want to recover my investment in three years? Assume an interest rate of 10%, 50% of current price as salvage value for either vehicle after five years, and identical maintenance cost. Considering that I drive about 10,000 miles per year. If gas prices drop by 10%, should I still sell my gas-guzzling minivan?

Need prioritization matrix base on this fishbone:

In an ideal transformer, the ratio of the primary voltage to the secondary voltage is equal to a) The inverse of the turns ratio b) The turns ratio c) The current ratio d) The power ratio. full explain do not direct answer.

Fast asp possible final answers decimals and take note of the three decimal places

Seaports are important in global supply chains. Their management plays an important part in minimizing waiting time for ships that visit seaports for loading and unloading cargo and port utilization. The Oakland seaport is a busy container seaport on the West coast of America, but it is a bit relaxed in the month of December. Based on the past data, it is observed that 6 ships arrive there, on an average, per day, and it takes 3 hours to unload a ship on an average, with a standard deviation of 4 hours. Determine the following:   Minimum number of unlading facilities. Probability (each unloading facility is busy) Probability (each unloading facility is idle) Probability of 2 ships in the system and 4 ships in the system Average number of ships in the system, that is, number of ships in the line including the one being unloaded. Average number of ships waiting to be unloaded, that is, number of ships in the line excluding being unloaded. Average time a ship spends in the system, that…