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Compare the functions given below by graphing both functions in several viewing rectangles. For what values of x does the graph of g finally surpass the graph of f ? (Give your answer correct to 1 decimal place.)
f(x) = x^3 g(x) = e^x
A trough full of water has vertical ends in the shape of an isosceles triangle 5m across the top and 2m deep. Find the force against the end.
Suppose that Al, Betty and Karl are dividing a half- cheese and half- pepperoni pizza. They use the lone shoose method. Betty is the chhoser and Karl and Al are thedividers.
Find the derivative of y with respect to x. y = sec ^ -1 (x^2 + 1), x > 0
give probability in decimal form, in a class of 36, 3 earn's A,9 earn B's,23 earn C's and 1 D. if one student is selected at random, what is the probability the student earned an A?
Find the distance of the ship from the lighthouse.
Hits on a personal web site occur quite infrequently. They occur randomly and independently with an average of five per week.
Use calculus to determine what the external dimensions of the pen that will maximize the enclosed area.
The probability that a teenage driver will speed is 0.8; for a twenty-something driver, the probability of speeding is 0.5; for a mature driver
a high sxhool graduating class is made up of 462 students. There are 222 more girls than boys. How many boys are in the class?
Derive the statement as corollaries of other theorems from the text or of statement you have proved true in the exercise.
Compute the expected profit associated with each posible production level (assuming Tom will only produce at one of the possible demand levels) for each type of pizza.
The function is f(x)= 3x2 -8x+2 , then the problem asks me to find the tangent line at 0 and record the min or max value.
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