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A company produces three types of athletic shirt. A dozen tank tops requires 1 hour on the cutting machine, 2 hours on the sewing machine, and 3 hours on the packaging machine. A dozen short-sleeve shirts requires 3 hours on the cutting machine, 5 hours on the sewing machine, and 5 hours on the packaging machine. A dozen long-sleeve shirts requires 6 hours on the cutting machine, 6 hours on the sewing machine, and 8 hours on the packaging machine. In one week, the cutting machine has a maximum of 21 hours that can be dedicated to these shirts, the sewing machine has a maximum of 28 hours that can be dedicated to these shirts, and the packaging machine has a maximum of 35 hours that can be dedicated to these shirts. How many dozen of each shirt can this company produce in one week assuming that the machines are used to maximum capacity?
Show that the resulting motion is simple harmonic, and determine the circular frequency and period of the motion.
The quadratic equation has a portion known as the discriminate. What is the discriminate? What is it used for and what can it tell you about the quadratics?
Could someone please show me how to solve this separable differential equation?
As we know, a set is just a collection of objects that are similar in some way, like a gaggle of geese, pride of lions, or an army of ants. To further classify our world, we can create subsets from a larger set. Let's consider the idea of a subset..
write a polynomial function least degree that has rational coefficients, a leading coefficient of 1, and the zeros 2i, 1 and -2.
Find the number of pitchers that she should produce and the price she should charge in order to maximize profit. Also find the maximum profit.
Three workers sort 66 boxes in a day. One of the workers is three times more productive than the second worker and twice as productive as the third worker. How many boxes did the second most productive worker sort?
Direct Products of Groups, Conjugate Subgroups, Homomorphisms and Isomorphisms, Assume that K is a cyclic group, H is an arbitrary group and f1 and f2 are homomorphisms from K into Aut(H) such that f1(K) and f2(K) are conjugate subgroups of Aut(H)
Stating the null & alternate hypotheses
Determine the linear correlation coefficient using x = HP and y = MPG. Perform the hypothesis test of rho to determine whether horsepower and gasoline mileage are negatively correlated at the one percent level of significance? [For the critical value..
Natasha and Allison are playing a tennis match where the winner must win 2 sets in order to win the match.
A salesman drives from Ajax to Barrington, a distance of 133 mi, at a steady speed. He then increases his speed by 15 mi/h to drive the 185 mi from Barrington to Collins. If the second leg of his trip took 15 min more time than the first leg, how ..
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