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A sub-system assembly consists of a combination of three components each with a dimension of 3.44, 5.21 and 4.36 inches respectively. These dimensions are measured independently, yielding a random measurement with a standard deviation of 0.05 in. The total length of the assembly is the sum of the three dimensions. What is the estimated length and its uncertainty.
An efficiency study of the morning shift at a certain factory indicates than an average worker who arrives on the job at 8:00a.m. would have assembled f(x) = - x3 + 6x2 + 15x units x hours later.
Let M>0, and let f:[a,b]-->R be a function which is continuous on [a,b] and differentiable on (a,b), and such that |f'(x)|
In a cube with side length 6, what is the volume of the tetrahedron formed by any vertex and the three vertices connected to that vertex by edges of the cube?
Possibility of selecting an executive committee, A city council with nine members must elect a 4 person executive committee consisting of a mayor
Find (dy/dx) by implicit differentiation for the following equation:
the air in a room with volumenbsp180 m3nbspcontainsnbsp0.35nbspcarbon dioxide initially. fresher air with only 0.05
What is the margin of error? Iii. Find a 99% condence interval for . What is the margin of error? B. A random sample of 100 observations from a normally distributed population possesses a mean equal to 83.2 and a standard deviation equal to 6.4. I..
By looking at two linear equations, how can you tell that the corresponding lines are parallel, intersecting, or the same line? Please give example.
On a map 1 inch represents 58 miles. The distance between two cities on the same map is 5.85 inches. How many miles apart are the two cities?
I want to be earning an annual salary of $100,000 when I retire in 15 years. I have been offered a job that guarantees an annual salary increase of 4% per year, and the starting salary is negotiable. What is the lowest salary that I should request..
Show that the functions x and x^2 are orthogonal in P5 with inner product defined by ( =sum from i=1 to n of p(xi)*q*(xi) ) where xi=(i-3)/2 for i=1,...,5.
A closed rectangular box having a volume of 7 ft3 is to be constructed. If the material for the sides costs $1.2/ft2 and the material for the top and bottom costs $1.3/ft2, find the dimensions of the box that can be constructed with minimum cost. ..
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