In the short run, a perfectly competitive firm will shut down and produce nothing if:

A certain property was offered in an instalment basis with no down payment for six years. However, the buyer needs to pay immediately a beginning of a monthly payment for a period of two years starting at an amount of P 4, 500 and succeeding monthly payments increases by P 800 until the last monthly payment. After such, payments become an end of a quarterly payments starting at an amount of P 25, 000 for the remaining period in which quarterly payments decreases by 6% every quarter thereof until the last quarterly payment. Money is 14% effective. (Please draw a cash flow diagram)

a) What was the cash price of the said property?

b) What equivalent uniform end of a semi-annual amounts would the payments be instead of the said condition above?

c) Find the sum of all the payments being made.

d) If after three years of payments, the buyer wishes to pay a single amount in order to settle all of his remaining obligations, how much would it be?

A) Find the area of the region enclosed by the parabola  and the line  

B) Write down an integral to compute the volume of the solid obtained by rotating the region below the curve about the y-axis. You do not need to evaluate the integral.

C) Write down an integral to compute the volume of the solid obtained by rotating the region below the curve  about the x-axis. You do not need to evaluate the integral.

A ball rolls down from the top of an incline with a height of 5 m high without slipping. The ball has a diameter of 0.2m. What are the ball’s translational speeds a) at the center of the ball, b) at the contact point on the ground, and c) at the top of the ball when it arrives at the bottom? What values of "c" do you expect for hollow/solid balls? Will the hollow ball be faster?

Q1. Explain the definition of Chain infection and list down the 6 links.

Q2. In your point of view, how can we stop the communicable diseases?

The Price of Baked Beans
As residents in the UK hunkered down at home to protect themselves from the spread of novel
Coronavirus they filled the pantries with toilet paper, sanitizing products and convenience foods.
Baked beans, one of the UK’s most enduringly popular convenience foods, are expected to
become scarce and expensive during the next months. The reason is unprecedented heavy rainfall
which has devastated crops in the main growing areas, the American state of Michigan and the
Canadian province of Ontario. A few weeks ago growers were expecting a record harvest but the
position is described now as catastrophic.
The price of a 100lb –bag of Canadian beans has soared from $27 to around $70, which
has added $0.60 to the retail price of a 15oz can previously costing between $1.50 and $1.20.
Moreover, the crop failure caused and unseemly scramble for supplies among big
canning firms such as Heinz and Crosse and Blackwell. Alternative sources being sought
includes South America, East Africa and even Romania.
Worldwide baked beans consumption is around 800,000 tonnes a year. The British eat a
healthy 80 000 tonnes, which represents 4 500 000 cans a day, with an annual retail value of
more than $200 million. The annual import bill is between $20 and $30 million.
Source: adapted from The Times.
Questions
1. Using the above information, explain and illustrate the factors which caused a rise in the
price of baked beans.
2. Analyse the factors which might have influenced the amount by which the retail price
was raised to consumers.
3. Discuss, with reference to the information in the passage, the economic effects of the
increase in the price of beans on growers.
4. Examine other possible economic effects of the increase in the price of beans.

write down the options of how to find the value of an enthalpy difference for air.Which one is most accurate??

Sketch and describe the designs of a Newtonian reflector and a refractor. Describe and write down equations for the three powers of a telescope.

How exactly does a business allow the budgeting process to trickle down?