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A bead of mass m = 5.0 kg is released from point A and slides on the frictionless track shown above. Note that the bead slides, it doesn't roll, because there's no friction at all.
(a) Determine the bead's speed at point B.
(b) Determine the bead's speed at point C.
(c) Determine the net work done on the bead in moving it from A to C.
Find how any different passwords are possible.
Sketch the graph of each exponential function. Sketch the graph of each logarithmic function. Evaluate log2 4x + log2 (1/x) + 2log2 (1/2).
Calculate the accumulated amount
Show that for n=3K where K is a natural number, A=2
write the equation of the lines that are parallel to the linesbelow.5x-2y4 passes through 0 3y -x4 passes through
Imagine you are living in the 1400s and, as most people did then, you live off of the land. You raise cows, sheep, goats, etc., to provide food and clothing.
make up a scatter diagram with 10 dots for each of the following situations a perfect positive linear correlation b
Find the y-intercept of this graph and explain what it means in the context of the problem. Show all work to receive full credit. Explain the slope of the line.
A linear operator T on a finite-dimensional inner product is called positive definite if T is self-adjoint and >0 for all .An n x n matrix A with entries from R or C is called positive definite if is positive definite.
Demostrate the complete proof of the Cauchy-Schwarz inequality and the triangle inequality.
Find the x- and y-intercepts of each graph(write your answers as points). Write the equation of the line through (3, -2) and (-1, 5) (slope-intercept form). Write the equation of the line parallel to 3x - 2y = 4 through (-2, 5).
Medtronic managers want to consider differential risk in the capital budgeting process. Project A has average risk, B has below-average risk, C has above-average risk, and D has average risk.
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