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Problem 1: What does it mean for linear momentum to be conserved in a closed system?
Problem 2: What is the relationship between the ratios of the masses of the objects in a collision to the ratio of their changes in velocity?
Problem 3: A particle has a velocity of 3m/s and momentum of 12 kg.m/s. What is its inertia?
Two different companies have applied to provide cable television service in a certain region. Let p denote the proportion of all potential subscribers who favor the first company over the second.
An Alfa Romeo going at 70 mph requires 160 feet to stop. Assuming that the stopping distance is proportional to the square of velocity, find the stopping distances required by an Alfa Romeo going at 35 mph and at 140 mph (its top speed).
The formula d = , where h equals the height, in feet, of the viewer's eyes, estimates the distance d, in miles, to the horizon from the viewer. Find the distance to the horizon for a person who eyes are 6 ft above the ground.
Karen is constructing a pie graph to represent the number of hours her classmates do homework each day. She found that 8/24 did homework for three hours each day. In her pie graph, this would represent how many degrees?
Is the surface integral of a closed surface (for example the surface is the cylinder x^2+y^2=9 between the planes z=0 and z=2, together with the top and the bottom) supposed to be 0?
find four consecutive odd integers where the product of the two smaller numbers is 64 less than the product of two larger numbers.
an investor has two investments a and b. the investor believes that investment a is equally likely to increase by 1000
Explain Bisection and newton's method, Using the bisection method, find the positive root of 2x(1 + x^2)^-1 = arctan x
given the unconstrained functionf nbspnbsp x1sup2nbsp nbsp 1x1nbsp nbsp x2nbsp nbsp 1x2questiona atnbsp x1
What is the probability that at least one of the bonds defaults?
If +.75 represents a "strong" positive correlation, where does the concept of a "strong" correlation begin?
Use laws of logic (algebraic version) to show the equivalences (clearly indicate which law you use in each step)
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