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A kite , at a height of 60 ft. is moving

horizontally at a rate of 5ft/sec. away from

the boy who flies it. How fast is the string

being released when 100 ft. are out.


An auto manufacturing company wanted to investigate how the price of one of its car models depreciates with age. The research department at the company took a sample of eight cars of this model and collected the following information on the ages (in years) and prices (in hundreds of dollars) of these cars.

Age

8

3

6

9

2

5

6

3

Price

45

210

100

33

267

134

109

235

 

  1. What is the independent variable?
  2. What is the dependent variable?
  3. Develop the regression model
  4. Predict the price of a 7-year-old car of this model.
  5. Estimate the price of an 18-year-old car of this model. Comment on this finding

Under certain conditions, cane sugar is converted into dextrose at a rate, which is proportional to the amount unconverted at any time. If out of 60 grams of sugar at t = 0 6 grams are converted during the first 4 minutes, find the amount converted in 2 hours.


1. Solve the following Bernoulli's Differential Equations. Show your solutions.



a. dy/dx + (1/3) y = e^x y²



b. x (dy/dx) + y = xy³



c. dy/dx + (2/x) y = -x² cos x y²



d. x²y-x³ (dy/dx) = y² cos x



The following contingency table represents the voters’ opinion concerning a new tax



reform bill and their level of income.



Levels of Income



Opinion Low Medium High



For 213 203 182



Against 138 110 154



Apply chi-square (χ2



) test to examine whether the opinion of people on new tax bill is



independent from their income level. [Table value of chi- square (χ2



) at 5% level of



significance and for 2 degrees of freedom is 5.99]



3.2 4.7 3.8 4.3 3.5 5.0 4.3 5.2 5.1 4.2





1.Constuct a frequency destribution mode.





2.Determined the interval where k=10.





3.Compute for mean,median ,mode ,variance and standard deviation of grouped date



Suppose we roll two dice and let X be the maximum of the two numbers obtained and let Y be their minimum. Write down the distribution tables of X, Y and Z = (X, Y ).


(2xy+3y2)dx-(2xy+X2)dy=0

A condenser of capacity C=5*10^5 farad is charged through a resistance R=200ohms by steady voltage E=2000volts.Calculate the current at the instant of closing the switch


From a sack of fruit containing ​3 bananas, 3 oranges​, and 3 apples ​, a random sample of 4 pieces of fruit is selected. Suppose X is the number of bananas and Y is the number of apples in the sample.



​(a) Find the joint probability distribution of X and Y.



​(b) Find ​P[(X,Y)​A], where A is the region that is given by (x,y)



Question content area bottom



Part 1



​(a) Complete the joint probability distribution below.



​(Type integers or simplified​ fractions.)



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