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Briefly describe why companies that use perpetual inventory systems must still perform physical inventories.
think about the requirement to solve this problem using only 17th and 18th century tools and methodologies. list and discuss some of the constraints that imposes.
The base of a rectangle lies on the -axis, while the upper two vertices lie on the parabola . Suppose that the coordinates of the upper right vertex of the rectangle are . Express the area of the rectangle as a function of .
What value from the printout measures the observed level of significance for the variable "gated security", in the regression model?
A kite 100ft above the ground moves horizontally at a speed of 8fts. At what rate is the angle between the string and the horizontal decreasing when 200ft of string have been let out?
Let ? be a set, and G a subgroup of the group Sym(?) of permutations of ?. Let ω ∈ ?, and let G_ω denote the stabilizer of ω in G.(a) If H is a subgroup of G such that H acts transitively on ?, show that G = HG_ω.(b) If G acts transitively on ?, show..
A city lot has the shape of a right triangle whose hypotenuse is 9 ft longer than one of the other sides. The perimeter of the lot is 340 ft. How long is each side of the lot?
discuss the method used to solve an equation containing radical expressions. why is it necessary to check the solutions
Using standard partition Pn (0,1) where n greater or equal to 4 and deduce that f is intergrable on (0,1) and evaluate (intergral sign with 1 at top and 0 at bottom) of f
how we prove multiplicative inverses are unique.
Is the vertex the maximum or the minimum of this quadratic function - write the formula for the inverse function.
Calculate the flux of the vector field = 3 + 6 through a square of side 6 lying in the plane x + y + z = 10 oriented away from the origin.
Also, suppose the obstruction is a square, 1m on a side, and is parallel to the screen. Express the area of the shadow as a function of the distance from the light to the obstruction.
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