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Show that a k-connected graph with at least 2k vertices contains a matching of size k. Is this best possible?
Hint: use following theorem.
Theorem: Every graph G = (V,E) contains a vertex set S with the following two properties:
(i) S is matchable to CG-S;
(ii) Every component of G-S is factor-critical.
A power Station and a factory are on opposite sides of a river 60m wide. A cable must be run from the power station to the factory. it costs $25 per meter to run a cable in the river and $20 per meter on land.
A force of 7 pounds is required to hold a spring stretched 0.3 feet beyond its natural length. How much work (in foot-pounds) is done in stretching the spring from its natural length to 0.9 feet beyond its natural length.
I need to find a formula for the terminal velocity
Sam purchased 1000m2 of material and needed to cut it into rectangles of area 200cm2 for a patchwork quilt. This can be done with no waste. How many rectangles can Sam make.
A rabbit and a turtle have a foot race. The Turtle receives a 100 foot head start. The rabbit is tens times as fast as the turtle. How far must the rabbit run to catch the turtle?
Write a differential equation for the total quantity of dead leaves (per square centimeter) at time t.
an open rectangular box with square ends to hold 6400 cu. cm. is to be built at a cost 75 cents/sq.cm. for the base and 23 cents/sq.cm. for the side. find the most economical dimension.
kareem stepped to the free throw line for two shots. If the probability of making each shot is 3/4, what is the probability that he will make both shots?
Students with a class size of under 30,have finished their tests. One third of the class received a "B," one quarter a "B-",and one sixth a "C".
What course (bearing) should the pilot take in order to result in a course that is due west? what will be the ground speed of the plane?
Find the derivative using logarithmic differentiation
Define the differential operation Dx: P^3 to P^2 such that Dx(p)=p' Determine a matrix A such that Dx(p)=Ap=p'
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