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A rectangular gate ABCD of mass 120kg where AB=1m and AD=3m is supported at A & B by pins where B is vertically above A. The reaction force at B is always horizontal. A person with mass 45k sits on the gate at C. Find the magnitude of forces A & B using moments.
Solving differential equations with initial conditions - Sketch a graph of the rate of change and solution and Describe your results in words.
Find the amount of the winning bid if there were 7 bidders.
Calculating the local maximum and minimum.
Find the p value and at 0.07 level of significance, test above hypothesis.
Explain in simple terms how solving linear equations is similar and different than solving linear inequalities. Cite and explain three examples.
Calculate the value of the sample test statistic
Write the complex number in rectangular form. 7(cos120degrees + i sin120degrees) =
Find the probability of Type I error
Suppose (V, | * |) is a normed space. If x, y E V and r is a positive real number, show that the open r-balls Br(x) and Br(x + y) in V are homeomorphic.
Augmented matrices to solve the word problem
A computer programming team has 12 members. How many ways can a group of 7 (out of the 12 members) be chosen to work on a special project? Explain.
A recent study reported that college students study for an average of four hours per day. You believe this figure is too large & you decide to conduct your own test. Find the p value & explain its meaning.
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