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Question 01: The curve in red in the pictures below is the graph of y = x2 + 1.
The goal is to approximate and then compute exactly the area between the x-axis and the graph of y = x2 + 1 with x between 0 and 2. (Use Left Hand Riemann Sum with 4 sub-intervals)
Question 02: Find the derivative of
Question 03: Evaluate the Integral: ∫x2 1n (x) dx
Question 04: In each case use substitution to find the integral:
Question 05: Evaluate integration of:
Question 06: Use Trapezoidal rule to approximate the area under sin(x) from x=0 to x=pi/2 using 3 sub-intervals.
Question 07: Solve the differential equations:
in a class election with 3 candidates, the winner defeated the other three by 17,18,25 votes. if 100 votes were cast, how many votes did the winner receive.
Describe the solutions to the equation by just determining the discriminant and complete the square of the expression for f(x) to determine the vertex of the graph of f(x). Would this be a maximum or minimum on the graph?
What are the Sum of Squares between (SSB) and what is the degress of freedom within (dfW)
Using the standard normal distribution, find each probability. For the first 7 months of the year, the average precipitation in Toledo, Ohio, is 19.32 inches. If the average precipitation is normally distributed with a standard deviation of 2.44, f..
a random sample of the lifetime of 49 ultraillum light bulbs has a mean of 3960 hours and a standard deviation of 200
How many bacteria in the original solution?
Create a minimum two-page APA formatted paper evaluating McDonald's strategy. Choose at least one of McDonald's competitors and discuss its position relative to McDonald's. Comment on McDonald's prospects of success against this competitor
Find the test statistic and do the two-sample test for equality of proportions. Is the decision close?
how many milliliters of 25% acid should be added to pure acid to dilute it to 80 ml of 85% acid? What is the formula?
verify that E is a constant of motion for the system of the first two equations and find the equilibria of the system of the first two equations
A fair coin is tossed 100 times. The event that the number of heads obtained is less than 35 is denoted by A. By using a suitable approximation to the binomial distribution, calculate the probability of A.
show that the collection of radially open sets is a topology for r2.a subset of r2 is called radially open if it
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