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Advanced-Math Questions
I know of two ways to compute the angle between two vectors 1.) cos theta =...
2. 2052 Write a function in MATLAB called HTBALL to calculate the height of a ball...
1) How long would it take a savings fo $20, 000 to become $50,000 if the...
Prove or deprove the following sentences: a . ? – ? = ? ∩ ? b....
Which of the following are functions of x? (e) The tuition a student ends up paying...
Show both the network and the linear programming formulation for this assignment problem. Task Person...
The projection of the vector (1,1,-1) onto the subspace span{(1,-1,1), (1,1,0)} is given by: a)(1,-1,0) b)(1,1,0)...
Consider the model "fixed percentage approach" in which population growth can be modeled simply when we...
Part A •In the city, the amount of pollution in the air becomes greater during the...
Prove using the axioms of the determinant that det(A1 , ..., Aj , ..., Ak ,...
In relation to SOFTWARE testing. Given the preconditions for x and y as | x –...
Consider R^2 and for all y in R^2, show that R^2 - {y} is connected
Now find the general solution of the equation using the method of variation of parameters without...
Suppose a wafer has the diameter of 300mm and costs $200, a die is a 12x10...
Find the first five nonzero terms in the solution of the given initial value problem. y′′+xy′+2y=0,...
23 30 35 43 4 10 22 4 Complete the following: a) Use the bubble sort...
Toronto’s streets are not aligned with longitude and latitude. Instead, “north–south” streets are approximately 17 degrees...
Are all field extension of degree 3 or higher normal extension or not? Explain.
Prove the following Let f : A → B then, for all D, E ⊆ A...
Let U and W be subspaces of V, let u1,...,um be a basis of U, and...
Determine the mass in units of grams [g] of 0.43 moles [mol] of a new fictitious...
Group Homology VS Group Cohomology? What are the similarities, differences, and how do the two tie...
Find the general solution of the equation using the method of undetermined coefficients: y''-y'=5sin(2x)
. Suppose (Z, +, ·) is an integral domain. Furthermore, assume that there exists subsets N...
5. Prove or disprove the following statements. (a) Let L : V → W be a...
Solve the following system of equations. (Enter your answers as a comma-separated list. If there are...
Consider the solid S described below. The base of S is the region enclosed by the...
You manage an ice cream factory that makes two flavors: Creamy Vanilla and Continental Mocha. Into...
A switching circuit has three inputs (A, B, C) and one output (Z). If A= 0,...
Solve the LP problem. If no optimal solution exists, indicate whether the feasible region is empty...
Prove that there is no positive integer n so that 25 < n^2 < 36. Prove...
Using a step by step proof format Please prove: Given that x is a vector in...
Prove this: Given that V is a linearly dependent set of vectors, show that there exists...
Suppose that the annual rainfall in Ferndale, California, is known to be normally distributed, with a...
dy/dt - 2y = 7e^(2t) a. Determine the general solution to the associated homogeneous equation. b....
Define a+b=a+b -1 and a*b=ab-(a+b)+2 Assume that (Z, +,*) is a ring. (a) Prove that the...
Assuming two vectors are both located somewhere on the xy-plane, how could you use the right-hand...
Prove that between any two rational numbers there is an irrational number.
A bipartite graph is a simple graph of which the vertices are decomposed into two disjoint...
An n-cube is a cube in n dimensions. A cube in one dimension is a line...
Prove that for t >1, (1+i)^t > (1+it)
A Hamiltonian cycle is a graph cycle (i.e., closed loop) through a graph that visits each...
A simple undirected graph consists of n vertices in a single component. What is the maximum...
use inclusion-exclusion to find the number of binary strings of length 5 that have at least...
Use Lagrange polynomial to interpolate x=[1 3 5]; y=[2,3,5]
Suppose ? ⊂ R^? , ? ⊂ R^? are nonempty and open and ? : ?...
Use Newton’s method to find solutions accurate to within 10−4 for x − 0.8 − 0.2...
3. a) Suppose that H is a proper subgroup of Z that contains 12, 30, and...
Let the linear transformation T: V--->W be such that T (u) = u2 If a, b...
For t ≥ 0, let (cosht,sinht) be the point sitting on the curve xˆ2−yˆ2 = 1...
For which integers c, 0 ≤ c < 30, does the congruence 12x ≡ c (mod...
Let S = {x : <a, x> = b} be a hyperplane in RN . Compute...
Find the error bound |?(?) − ?4(?)| for ?(?) = (1/(?+1)) centered at ? = 0...
Hurry pls. Let W denote the set of English words. for u,v are elements of W...
Graph the equations in the given system. Then explain why the graphs show that the system...
digitalis is a technology company that makes high end computer processors. their newest processor, the luteA,...
Four friends (Amy, Brian, Camila, and Dinesh) are standing on the east bank of the Mississippi...
Find the solution of ?″+8?′=896sin(8?)+1024cos(8?) with ?(0)=8y(0)=8 and ?′(0)=8.
Order the following decimals from greatest to least. Superscript minus Baseline 2.6 76 overbar −2.676, Superscript...
Suppose A and B are regular language. Prove that AB is regular.
Give an example of a set A and a binary relation R on A that is...
Harry, being ahead of a student union, plans a meeting with other members. In order to...
For the autonomous differential equation dy/dt=1-y^2, sketch a graph of f(y) versus y, identify the equilibrium...
Hi, so I have a question that I know that there must exist some example for...
For each of the following linear operators T on vector space V, compute the determinant T...
Provide a proof where y = 0 is the only solution to Ay = 0; if...
Generalize the notions of external and internal direct sums to three or more summands.
Determine (without solving the problem) an interval in which the solution of the given initial value...
Problem 6. Show that the following sequence diverges: an =10+(−1)^n x n/(n+10)
Solve the following exercise using the Laplace method: A) y''-5y'+6y=e^(4t), y(0)=1, y'(0)=-3
A car was valued at $42,000 in the year 1990. The value depreciated to $15,000 by...
Assume that the average daily temperature in Nome, Alaska is given by T(x) =-0.002(x-182)2 + 50...
(A) Show that if a2=e for all elements a in a group G, then G must...
For table shown in figure 1 construct (a) a Boolean expression having the given table as...
Perform the following tasks: a. Prove directly that the product of an even and an odd...
A three times continuously differentiable function f is given by the following data: f(1.1)=2, f(1.3)=1.5, f(1.5)=1.2,...
1. Calculate the future value of an investment worth $2800 that pays 1.5% simple interest rate...
Show that every increasing convex function of a convex function is convex.
MATHEMATICS 1. The measure of location which is the most likely to be influenced by extreme...
Would the following sentence make sense in terms of the strategy? Make sure to explain in...
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