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1) Describe the principal forms of protection for intellectual assets.
2) Why is the products liability system considered imperfect? Use examples to support your answer.
Here is the link for Q1
https://www.sendspace.com/filegroup/PCwp25TpBhoZo4%2BAuOin9%2B%2FFKmVtzcRA
Find the finance charge refund if it is paid off in eight months.
Joe believes that the relation {(2,1),(3,-2),(4,5),(5,-2)} is not a function because two values in the domain have the same range value. What is the student's error?
the average weekly income of teachers in one school district is 390 with a standard deviation of $45. find the percent of teachers earning more that $425 a week.
Suppose one silo is 40 ft tall with a twelve foot diameter; another silo is 50ft tall with a 14ft diameter; and the third silo is 60ft tall with an 18ft diameter - what is the combined capacity in cubic feet of all three silos?
The regular supplier, company y charges $150 for the first 100 microchips and $2 for each microchip over this amount. The minimum order is 100 microchips. how much will it cost company x to purchase 2,0000 microchips from company y.
eighty percent of drivers wear seat belts. If three drivers are pulled over, what is the probability that all would be wearing their seat belts?
Create an integral whereby you are forced to use all four types of integration. Work the problem and explain why each (u-substitution, trig substitution, fractions, parts) are all needed.
A broker bought a certain number of share for Rs1875. He retained 15 shares with him and sold the rest for Rs1740 gaining Rs4 a share on the cost price. How many shares did he buy?
a small bakery starting out they have a 80000 family loan and 38250 business loan from bank all repaind in 10 yrs, what is the integer that represents the total.
Calculate to 2 decimal places the weighted mean that represents the average price paid for these 8000 shirts.
If you deposit $2000 into a fund paying 18% interest compounded monthly, how much can you withdraw at the end of each month for one year.
In polar coordinates, write equations for the line x=1 and the circle of radius 2 centered at the origin. Write an integral in polar coordinates representing the area of the region to the right of x=1 and inside the circle
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