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1. How do solving linear inequalities differ from solving linear equations?
2. What is the difference between identity, conditional, and inconsistent equations? Support your answer with an example of each.
3. What is the necessary condition for the following fraction to be valid? What value(s) of "x" that cannot be used in this fraction?
4-x/x
Probability : Demand for a Product The demand for a product is estimated to be normally distributed with u=200 and o=40. Let x be the number of units demanded
Find the nearest distance using cosine rule - To the nearest KM, how far is the airplane from the airport?
Trees can be used for many applications in computer science. One of these applications is decision-making, which is often used in the creation and analysis of databases.
determine the stability of the critical point for both the linearized and nonlinear system using the linearization process (that is, explicitly writed own the linearized system at (1,1) and use the eigen values of the corresponding coefficient mat..
Find the x-intercept(s) and the coordinates of the vertex for the parabola y=x^2+2x-35 . If there is more than one x -intercept, separate them with commas.
This assignment has questions related to probabiltiy.
Probability : Percentage of Defective Chips and Normal Distribution, A student needs 12 chips of a certain type to build a circuit. It is known that 5% of these chips are defective.
Vital information about Quantitative analysis:Networks, PERT, critical path. A project was planned using PERT with three times estimates. The expected completion time of the project was determined to br 40 weeks
What percent of the cruises will have 1,970 passengers or more? What percent of the cruises will have 1,600 or fewer passengers? How many passengers are on the cruises with the fewest 25 percent of passengers?
Calculate the test statistic.
From the following augmented matrix, first write the system of equations that represents the augmented matrix and then create a real-world word problem that would represent these equations and their unknowns.
Solve for the Boundary Value Write a solution of the boundary value problem. 2u/2t = 4(2^2u)/(2^2x) for 0 0
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