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Wooden pencils are made in 1 week out of four kinds of parts:
two wooden halves,
the graphite,
the metal cap,
and the rubber eraser.
Construct an MRP explosion for orders of 10 dozen in week 2, 30 dozen in week 3, and 15 dozen in week 5.
There are currently 500 wooden halves on hand, 300 graphic rods, and 1500 metal caps, but no rubber erasers. All items are purchased with a 1-week lead time except the graphite, which takes 2 weeks. Create a schedule of releases for the wooden halves and graphite. Use lot-for-lot sizing.
In one residence, cell phones, lap top computers and digital tvs are very popular among students. In fact, all of the students own atleast one of these items, although onlu 15 own all 3.
An air ambulance is travelling from Barrie to Toronto. Toronto is located 90 km [S5°E] of Barrie. If the wind is blowing from the South with a velocity of 62 km/h, and the plane's air speed is 375 km/h, what direction must the pilot fly to make it..
Kim has a strong first serve; whenever it is good (that is, in) she wins the point 73% of the time. Whenever her second serve is good, she wins the point 60% of the time. Seventy percent of her first serves and 70% of her second serves are good.
If you fill half of a container whose capacity is t liters and then take 2 liters out, how full is the container?
One study found that, all other things being equal, the number of seconds that a yellow light should be on is a linear function of the width of the crossing-street in feet.
Describe briefly price index, weightage, composite index and state three ways of representing weightage, give examples of the representation using computer or any printed materials.
Formulate the initial-value problem describing the motion of the object under each of the following sets of conditions. Set x equal to the downward displacement from equilbrium.
A fast food outlet has an average of 8 cars at the drivethrough during "lunch rush" 11am-1pm. On average, 2 cars per min. arrive at the resaurant parking lot, and consider the drivethrough
Root test for convergence of geometric series and evaluate the interval of convergence of a power series.
Do you always use the distributive property when multiplying monomials and polynomials? Explain why or why not. In what situations would distribution become important?
Driven undamped harmonic oscillator x" + x = cos(2t), x(0) = 1, x'(0) = 0, tf = 24Π. Resonantly driven undamped harmonic oscillator x" + x = cos(t), x(0) = 1,x:(0)= 0, tf = 24Π.
How would such a firm make the estimate
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