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Math 121c: Topics in Geometric Combinatorics, Spring 2012 Problems-
(a) Suppose X1, X2, . . . , Xn ⊂ R2 are convex sets such that through every four of them there exists a line intersecting them. Prove that there exist two lines l1 and l2 such that every Xi intersects l1 or l2.
(b) Let X1, . . . , Xn ⊂ Rd be full dimensional rectangular prisms with faces parallel to the coordinate axes. Determine, which proof, a function f(d), dependent only on d, such that the following statement is true:
"Suppose that for any f(d) of these convex sets, there exists a hyperplane intersecting them. Then there exists a hyperplane intersecting all Xi, 1 ≤ i ≤ n.", or prove such a function cannot exist.
A statistics professor plans his classes so carefully that the lenghts of his classes are uniformly distributed 50.0 and 52.0 minutes. Find the probably that a given class period runs greater than 51.5 minutes.
Determine the mean oil production with 95 percent confidence
Write an equation describing the relationship between the two variables
Using the transformation of coordinates x = (3/8)u - (1/8)v and y =-(1/8)u + (3/8)v, express the integral ∫∫D(24x + 8y )dx dy as an iterated integral in the variables u and v. Do not evaluate the integral.
Points A and T divide Symbol for segment M H.into a ratio of 9:4:5 respectively. MH=108, and A is between M and T.
For the vector field on the circle θ? = µ sin(θ) - sin(2θ), find the fixed points and draw the flow on the circle assuming µ ≥ 0. Do the cases µ ≥ 2, µ = 2, 0
where k and m are positive numbers. What condition on k and m leads to critical damping? what are the steady state and transient terms?
Formulate the initial-value problem describing the motion of the object under each of the following sets of conditions. Set x equal to the downward displacement from equilbrium.
balance the assembly line for the tasks contained in the table. the desired output is 240 units per day. available
A recent survey showed that among 2013 randomly selected adults, 1358 (or 67.5%) stated that they are Internet users (based on data from Pew Research Center). If the proportion of all adults using the Internet is actually 2/3
If you were to run a regression with dog weight as the dependent variable, choose an appropriate set of independent variables and report your proposed regression equation. How would you judge the effectiveness of your regression model
Let C denote the circle |z| = 1, taken counterclockwise, and use the following steps to show that By using maclaurin series for e^z write the above integral as
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