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Question: Given the matching {s, 2}, {t, 4}, {b, 7}{f, 8} of the graph in Figure use breadth-first search starting at vertex 1 in an alternating way to search for an augmenting path starting at vertex 1. Use the augmenting path you get to create a larger matching.
Write Section 1 of the DAA. Provide context for the caffeineexercisehr.sav data set. Include a definition of the specified variables, including factors, levels of each factor, and the outcome variable. Define the corresponding scales of measuremen..
How many standard deviationsunits, symmetrical about the mena, will span an area around the mean of 40% of the total area under the normal curve?
Let ubar and vbar be nonzero vectors in 2 or 3 space and let k=||u|| and m=||v||. Show that the vector Wbar=mubar +kvbar bisects the angle between ubar and vbar.
Find the centre of mass of the solid bounded by the cone z2 = X2 + y2 and above by the sphere X2 + y2 + z2 = 2az and whose density is kz.
Verify Gauss's Theorem, ∫Volume ∇→ · F→dv = ∫surface F→ · n^ da for the function, F→ = r2 sin θr^ + 4 r2 cos θ θ^ + r2 tan θ Φ^ using the volume of the "ice cream cone" shown below.
On a level track the car can just go round a bend (radius=80m) at 20ms^-1. At what angle must the tracked be banked so a speed of 30ms^-1 is reached (coefficient of friction being the same)?
Find a closed form for this recurrence and use induction to prove that the closed form is correct.
What is the percentage of people reading none of the newspapers
you can think of a person standing on the equator as standing on the edge of a disc that is rotating through one complete revolution every 30 hours. Find the angular velocity of a person standing on the equator.
CD's are packaged up in boxes of 88. Every 26 boxes are loaded onto 1 crate. 1.How many crates would be needed if you had 290000 CD's to pack?
Prove that if P is an LP(linear programming) in standard form, P has an optimal solution, and P has no degenerate optimal solutions, then there is a unique optimal solution to the dual of P. You can assume that the matrix A is full rank.
There are 312 coins of the same type in two stacks. One stack is 15 inches tall. The other stack is 9 inches tall. Find the thickness of one coin to the nearest thousandths of an inch.
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