Post by rezoons double sink vanity rezoons Hello, double sink vanity putting x =

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Post by Tom_Pascal Tom_Pascal Hi, been a while since I did not post the puzzles, but to acknowledge the co-existence double sink vanity of the math and the physics in Here is one of very modest difficulty ... certainly will be certainly provided for all participants (although ... you never know ...). Dsormais you know, the new math () as well as any rcente the physical () have remplacs the former (). Knowing that the plates of two balances are in equilibrium: How much to put in the () on the right shelf of the third scale for quilibrer?
Post by totti1000 totti1000 Hello, note - c to the island math - g for the island of physics - and i for the old island. The first two scales that we dduit 4c = 3i = 2g or 2g + 4c = 6i. My answer: It takes place six ancient islands on the set of the latest balance ...
re: a serious balance on them! Post on 15-09-08 6:52 p.m.
Post by plumemeteore plumemeteore hello Tom Pascal double sink vanity takes six the balance after the second, a glaon pse two calculators to balance after the First Two ice cubes p is three; a PES two thirds of four ice cubes and third calculators on the full tray of the third scale, there is the equivalent of eight calculators must be placed on the other plate: 8: ( 4/3) = (24/3) (4/3) = 6 the Tom_Pascal ** edit: this is not an unfortunate glaon, this is a test piece **
Post by Daniel62 Daniel62 Hello, It takes 6 on the right pan 3i + 2c = 3b 5b = 1 10c so thingy (I know not what it is) = 2 calculators and the 3 = 4 calculators must So the 3 to 4 quilibrer calculators + 3 for the other two widgets.
Post by marcv76 marcv76 Hello Tom_Pascal, should be placed 6 islands double sink vanity in the right tray.
Post by rezoons double sink vanity rezoons Hello, double sink vanity putting x => y = calculator> specimen z => ile is a: 3y + 2x + 4z = z + x + 5y 6y + z = 11x + 4x 2y + z = z is? simplifying: y = 2x 2x + 3y = 2y + 3z 4x = z remplancant there was a 2x 2x + 3z = 6x = 3z <=> 4x 4x + 4x = z = z 8x <=> it? logically concluded from 8x = 6z which means that 6 islands to equilibrate the balance.
Post by jonjon71 jonjon71 Hello, here is what I propose: (? Test tubes) Let x be the value of the new math (? Calculator), y is the value of the physical and the value of z the former (three palm trees). The first balance gives 2x + 3y + 4z = 6y + z is 2x - 3y = -3z. The second scale gives x + 5y + z = z + 11x + 5y = -10x either 0 or y = 2x yet. 2x by substituting the equation First we -4x = 4x = 3z -3z either. We search galer 4x + 2y. 4x + 2y = 4x + 4x = 3z + 3z = 6z. Therefore:
Post by karatetiger karatetiger Hi resolvent In a small system of three equations three unknowns I find 6 6 islands so you have to be able to equilibrate double sink vanity the balance. Thank you for the enigma double sink vanity
Post by evariste the evariste 6
Post by lo5707 lo5707 Hello, putting everything in equations: ask: = x = y = z we have: (1) 4x + 2y + 3z = x + 6z -> 2y-3z = -2x (2) x + y + 5z = x + 11y -> 10y-5z = 0 is made (2) - 3 * (1) = 4y + 4z 6x 4y + 2z = 6x-2z by (2) we have y = z / 2 ( 1) gave x = z so we: 4y + 2z = 4x Therefore put 4 on the right pan. Thank you for this enigma.
Post by KRS KRS 6's I think!
Post by fussel fussel hello, you have exactly 8 islands j hope that do not otherwise j ^^ justification Orais said one vial corresponded to two islands and two calculators has corespondait a vial so a corespond calculator has an island
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