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Turley Tailor Inc. makes long-sleeve, short sleeve, and sleeveless blouses. The cutting and sewing required hours for each of the type blouses is given in the table below.
x- long sleeves y- short sleeves z= sleevelesscutting 3 2 1sewing 1.2 0.9 0.6
The total hours that the various departments are available is given in the table below.
Cutting 760Sewing 330If the plant is to run at full capacity, how many of each type of blouse should be made each day?
A rectangular field is five times as long as it is wide. If the perimeter of the field is 288 yards, what are the field's dimensions?
Please prove the following theorem: A system of linear equations has zero, one or infinitely many solutions; there are no other possibilities.
With the definition that pi is the area of the unit circle, explain why pi equals 8 times the integral from 0 to 1/sqrt(2) of (sqrt(1 - x^2) - x) dx. use the Romberg algorithm to approximate the integral.
Among the N = 18 doctors in a healthcare group, A=7 of them are board certified. A team of n= 4 doctors is going to be selected at random to staff a new clinic. Use X to represent the number of doctors selected into the team who are board certifie..
Using one of the tests for convergence (comparison, limit, integral, nth term, etc.), show whether the following series converges or diverges:
Explain Bisection and newton's method, Using the bisection method, find the positive root of 2x(1 + x^2)^-1 = arctan x
ow pitch softball diamond is actually a square 61 ft on a side. How far is it from home to second base?
A sample originally has a mass of 800 mg. Find a formula for the mass remaining after t days.
Let alpha = {x_1, x_2, ..., x_n} be an arbitrary orthonormal basis for V. Prove that T is orthogonal iff [T]_alphaalpha is an orthogonal matrix.
Discuss the Weierstrass Approximation Theorem. When would you use this theorem? Are there other options for solving these types of problems besides the Weierstrass Approximation Theorem?
A particle passes through the point P = (6, 5, -2) at time t = 4, moving with constant velocity v = i - 3j + 6k. Find parametric equations for the motion of the particle.
Step by step process in solving the following question. Using matrix algebra techniques, find a general solution of the system:
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