The political cartoon referred to
was by Jeff Parker, has been an editorial cartoonist for Florida Today since
1992. The overall message being conveyed by the referenced political cartoon is
that advertising on school buses could have a negative affect on children.
Certain states in the U.S (e.g. New Jersey, Texas, Massachusetts among others) permit school districts to sell ad space on school buses in order to raise funds for school activities. Some have <span>argued that these ads unfairly target young, impressionable consumers, and as such should be stopped.</span>
The formula to find the area of a rectangle is
Area=length*width
( area equals length times width)
So you substitute the values in the problem into the equation above.
5 5/8=1 1/2* w
Then you can solve the equation by dividing the 5 5/8 by the 1 1/2, cancelling out 1 1/2 and leaving the w by itself on one half of the equal sign
You are left with
3 3/4 = w
The width of the patio in yards is 3 3/4.
(Just ask if you have more questions or I didn't explain something clearly)
Answer:
When we examine the arrays of the Homeland (a Developed country) as well as the Hosting, a Developing country we should anticipate formal institutional reasons to differ, but Casual institutional aspects to dominate.
This is due to the fact that formal institutions are governed by the governments which have different level of financing available in different countries.
Answer and Explanation:
E.lowest equivalent annual cost
Answer:
1. 0.06
2. 0.38
3. 0.52
4. 0.06
Explanation:
1) Both decline = P1(D) × P2(D)
= 0.2 × 0.3
= 0.06
(stock 1 declines and stock 2 declines)
2) Exactly one rises:
= P1(R) × [P2(U) + P2(D)] + P2(R) × [P1(U) + P1(D)]
= 0.2 × [0.4+ 0.3] + 0.3 × [0.6 + 0.2]
= 0.14 + 0.24
= 0.38
(stock 1 rises and {stock 2 declines or remains unchanged})
or (stock 2 rises and {stock 1 declines or remains unchanged})
3) Exactly one unchanged:
= P1(U) × [P2(R) + P2(D)] + P2(U) × [P1(R) + P1(D)]
= 0.6 × [0.3 + 0.3] + 0.4 × [0.2 + 0.2]
= 0.36 + 0.16
= 0.52
4) Both rise = P1(R) × P2(R)
= 0.2 × 0.3
= 0.06
