GLOSSARY ENTRY (DERIVED FROM QUESTION BELOW) | ||||||
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15:27 Jan 2, 2010 |
Serbo-Croat to English translations [PRO] Accounting / mathematics | |||||||
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| Selected response from: Mira Stepanovic Serbia Local time: 02:21 | ||||||
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Summary of answers provided | ||||
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4 +3 | mixing calculus |
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mixing calculus Explanation: http://scindeks-clanci.nb.rs/data/pdf/0546-8264/2008/0546-82... U prvom bloku izvedena je nastava iz procentnog računa, direktne i obrnute proporcije i verižnog računa, dok su u okviru drugog bloka obrañeni račun mešanja i račun podele. Themes from the first block lectures were: percentage calculus, direct and indirect proportion and “chain” calculus, and from the second block lectures: mixing calculus and profit sharing calculus. -------------------------------------------------- Note added at 18 hrs (2010-01-03 09:52:56 GMT) -------------------------------------------------- Da bi se pogledao navedeni tekst (na srpskom i engleskom jeziku - paralelno) otvoriti pdf dokument ("pun tekst" na levoj strani stranice koja vam se otvori kada kliknete na navedei link). -------------------------------------------------- Note added at 18 hrs (2010-01-03 10:22:03 GMT) -------------------------------------------------- Ovo je tipičan problem mešanja ali nešto složeniji (uvedena je zavisnost od vremena): http://www.math.uwo.ca/courses/Online_calc_notes/081/unit8/U... (2) A mixing problem. A tank contains 100 L of pure water. Brine containing 1 g of salt per litre enters the tank at a rate of 1 L/min. The solution is kept well stirred and drains from the tank at the same rate of 1 L/min, so the volume of solution in the tank is 100 L at all times. Let us find the amount y(t) of salt in the tank at time t. (Time t is measured in minutes and the clock starts ticking when the brine starts entering the tank.) Reference: http://docs.google.com/viewer?a=v&q=cache:sprMuc1JUq4J:www.m... |
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