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how many grams of oxygen are in 589times1023 formula units of nh42so4 express your answer to three significant figures
if 327 cal of heat is removed from 178 g of copper the temperature decreased to 152 oc what was the initial temperature
reduction of volume of a solution in an experiment can be achieved by --------freeze drying the solutionprespitating
two particles with masses 23 kg and 66 kg are connected by a light rod of length 35 m find the moment of inertia of the
an express and local train leave grayslake at 3 pm and hear for chicago 60 miles away the express travels twice as fast
robert is travelling on his cycle and has calculated to reach point a at 2 pm if he travels at 10 kmph he will reach
write the t distribution and its properties with useful
difficult understanding and answering these
school of electronics technology1an electronics company is planning to produce a new specialized calculator for a very
q 1 solve x2d2ydx2-3xdydxysinlog xxq 2 verify stokes theorem for fx2-y2i2xyj in the rectangular region in the xy plane
lucy latimer acquired a new company in a hostile takeover this new company math manipulatives needed a new logo ms
Complete the proof of Lemma, that is, prove that the binary operation + , the unary operation-1 and the relation <, all on Q, are well defined.
Using graph, illustrate teh effect of a change in the price of the output on production and profit for a one input-one output firm with decreasing return-to-scale technology.
1. Prove the associative law holds on Q. Let r,s,t ∈ Q. Prove (rs)t = r(st). 2. Consider the relation ~ on N × N defined by (a,b)~(c,d) if and only if a + d = b + c.&nbs
Consider the chained matrix multiplication problem covered in class where we are supposed to find an optimal order by which to calculate M = M1 × M2 × ··· × Mn
Prove the following Lemmas, with are related to the proof of Cochran's Theorem: (a) Let A be a p x p symmetric matrix. Then A is idempotent if and only if rank(A) + rank(I — A) = p.
1. Using the Laplace Transform, obtain the solution of the following differential equations: i) y¨ + 4y = 4t, given that y(0) and y·(0) = 5
Each node (implemented as a java thread) will have a distance vector, which is a list of distance vector entries, one for each node in the network.
Which option is the most acceptable using the discounted payback period? Why or why not.
(a) Write the linear program, in standard form, that is needed to solve the problem. (b) Put the linear program from (a) into Excel to find the optimal solution.
Kernel and dot product: Let B be a n x n positive semi-definite matrix. Show that K (x, z) = x'Bz defines a kernel ak(x, z) = <Φ(x)Φi(z)> = ∑i=1 n Φi(x) Φi(z) , where Φ
The linear programming problem below describes the daily production process to determine the number of units of product 1 (x1), product 2 (x2), and product 3 (x3) that should be manufactured in order
nbsp3 consider the datax26293234363740nbspnbspy48686669766784nbspnbspfind y-predicted when x nbsp30a draw
linear programming projectin this project each team will be provided with a linear programming problem that must be
1 the formula for a regression equation is y 2x 9a what would be the predicted score for a person scoring 6 on xb if