Sainte-Chapelle In Paris

1. How is the structure supported and is that structure visible to the viewer inside?

2. When built it held what two records?

3. What does the Sainte-Chapelle chapel resemble?

4. Define: Hemicycle

please no handwriting

1. Write a function in Python to compute the sample mean of a list of numbers. The return value should be the sample mean and the input value should be the list of numbers. Do not use a built-in function for the mean. Show an example of your function in use.   

Thank You

Your task is to build a wastewater treatment plant to handle all of the domestic wastewater produced by a housing estate. Using population equivalent, PE = 65000, design, describe and calculate briefly the sizes of all the unit processes in the treatment plant that are going to be built.

Your task is to build a wastewater treatment plant to handle all of the domestic wastewater produced by a housing estate. Using population equivalent, PE = 65000, design, describe and calculate briefly the sizes of all the unit processes in the treatment plant that are going to be built.

12) You need to reduce the radar cross-section of your company’s new plane.   It already has been built according to principle of radar dispersion, so you must find a materials solution.?

Please explain in clear words. Thanks

1. The Williamston Wingnuts minor league hockey team is considering building a new arena in Downtown Williamston. They have decided they will only build the arena if it will be Net Present Value positive based on 5 years of cash flows. The team’s accounting department has compiled the following costs: $2,000,000 for the land the arena would be built on. They bought this land in 2010. Construction costs of $28,000,000 $50,000 for a marketing study conducted last year to determine whether more fans would come to the games if they built a new arena. $50,000 for new signage in front of the building and around the city that will only be needed if the arena is built. $500 for a trip taken by team management to see the Portland (Mich.) Puckheads’ new arena at a game last season to gather design ideas. $50,000 for street lights in the parking lot and on Grand River Ave. that will only be needed if the arena is built. $100,000 in additional Net Working Capital will be needed at the beginning of the project, 60% of which will be recovered at the end of the project. What is the Total Year 0 cash flow for this project?

2.

Hole-in-One Inc. is considering expanding its golf ball business. Each pack of golf balls contains 3 balls. The company has projected the following information:

• Sales of 2,000,000 packs per year at $6 per pack.
• Total costs per pack is $4.  
• The project has a 5 year life.
• The required new equipment costs $15,000,000. This equipment will be depreciated straight line to zero over the life of the project. Another firm has made an offer to purchase the equipment at the end of the project for $790,000 after-taxes (i.e., do not adjust this amount for taxes), which the company plans to accept.
• Initial change in net working capital is $1,000,000 and 50% will be recovered in the terminal year.
• The firm’s required rate of return is 8%.
• The firm’s tax rate is 21%.

What is the Total Cash Flow in Year 5?

What is the amount of the annual operating cash flow?

Suppose currently 10-year Treasury bond yields 1.2% and 10-year municipal bond offers 0.8% yield. Also, your federal income tax rate is 40% and state income tax rate is 14%. Calculate the risk premium (spread) of this municipal bond.

Show calc and steps

Suppose you invest 70% of your portfolio in Coca Cola and the remainder in Pepsi. The expected dollar return on your Coca Cola investment is 14.1% and on Pepsi is 10.0%. The standard deviation of returns was 21% for Coca Cola and 17% for Pepsi. Assume a correlation coefficient of 0.8. Calculate the portfolio standard deviation.

You have a $77000 portfolio consisting of Intel, GE, and Con Edison. You put $15000 in Intel, $14000 in GE, and the rest in Con Edison. Intel, GE, and Con Edison have betas of 1.3, 1.1, and 0.8, respectively. What is your portfolio beta?

You have a $50000 portfolio consisting of Intel, GE, and Con Edison. You put $17000 in Intel, $15000 in GE, and the rest in Con Edison. Intel, GE, and Con Edison have betas of 1.3, 0.9, and 0.8, respectively. What is your portfolio beta?