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CalculusQuestion1): Find the Maclaurin series for the function f(x) = (1+x)^6
Question 2):- Sketch the graph and show all local extreme points and inflection points on graph.y = -x4 + 2x2 - 3
What is the local minimum and local maximum and the inflection points?
Question 3) Solve the differential equation dy/dx = 6xy -2y +3x - 1
A uniform boom AC, 4m long and weighing 50 N is smoothly hinged at C and is supported at A by a rope AB. Find the tension in the rope and the size and direction of the reaction at C.
Determine maximum height of the hall using the formula for sy and your result from the previous part. Determine the time at which the ball would have hit the ground, if it were not interrupted by the sign or another obstruction.
Use a two sided test at the alpha level.
A dock is 15 feet above the water. Suppose you stand on the edge of the dock and pull a rope attached to a boat at the constant rate of 3 ft/sec. Assuming that the boat remains at water level, at what speed is the boat approaching the dock when it..
Draw a Venn diagram to represent the above information. Determine the value of x. How many boys do not play Rugby or Cricket. How many boys play at most two of the sports
250-300 words Give an example of a real-world situation in which you would apply graphing and operating on conic sections. Describe a career where this would be important. Explain your answer.
A fluid at 0.7 bar occupying 0.09 m^3 is compressed reversibly to a pressure of 3.5 bar according to a law pvn = constant. calculate the net work of the cycle
chocolate bars produced by a certain machine are labeled with 8.0 oz. the distribution of the actual weights of these
what is the probability that the mean weight of a random sample of 35 college football players is between 207 pounds and 212 pounds.
Which of the following is NOT a potential source of survey error?
What "postulated proportion" would be associated with that distribution and using beta distribution quantiles, construct a 95% confidence interval for the success proportion of that distribution.
Evaluate the Area enclosed by the first quadrant and the circle using integration
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