Whatever things are true, whatever things are noble, whatever things are just, whatever things are pure, whatever things are lovely, whatever things are of good report, if there is any virtue and if there is anything praiseworthy -- meditate on these things.
Problem 1: If you have 100 gallons of water entering a 10 gallon sink with a partially clogged drain at 4 gallons per minute, how long will it take for the water to spill over the top and how many cardboard boxes get wet? Extra credit: how many gallons of water will be left on the floor, assuming it doesn't all go down the floor drain? Your answer should contain references to R (the occasional rest periods of the water filter), D (the distance from the sink to the drain), H (the height of the drain compared to the sink, hint: it is a positive number), S (the surface area of the basement), and T (the tools and other equipment in boxes not yet unpacked).
Problem 2: If the person who owns the equipment in problem 1 above installs shelving to raise the height of all of the stored equipment, will he be able to protect all of the tools from future damage?
Problem 3: Essay question: Why should you never leave a rubber glove drying on the edge of a sink?