What are some advanages to seeing problem solving in a systematic way?
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IT SHOWS THE LOGICAL PATH TO ACHIEVE A SOLUTION. THIS WORKS IN EVERY ASPECT OF LIFE.
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i dont see anything wrong the way u solved it(mathematically).if there was any condition or state is mentioned about that thing in time or wrt time then u have to reconsider the problem.
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I come up with creative solutions to problems others can't solve.
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If you can discover a creative approach to work with the information you do have, you just might discover something that you weren't aware could be an answer. Brainstorm, brainstorm, brainstorm.................\nlightning
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It is called different things in many books and the such, but they all boil down to one basic idea.\n\nYou should look at a problem from many different perspectives to find the best solution.\n\nSometimes you look from other people's perspective, other times the book (or module) will outline the different points of view and you use those to look at a given problem or situation.\n\nGood Luck
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First of all try to give a correct version of the problem before you want to get it solved
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regullary look over the system that is in firm or in org.. and solve the problems achieved..
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Problem solving, communication & collaborating skill.\nFirst, you need to be able to solve different problems in a professional environment properly. Most of the time, problems arise from outside your expertise.\nThen, you need to communicate how to solve the problems.\nFinally, you have to work with your team to solve it.
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When I do word problems, I break it down into manageable chunks.  After reading the entire problem once to get a sense of what I'm dealing with, I re-read each sentence one at a time and try to write down in mathematical terms what each sentence is saying.  Often each sentence is only a portion of the overall equation, but I find if I tackle it like this, I can piece together the overall equation by looking at all the partial equations I got from each sentence.\n\nHope this helps a little.  Good luck!\n\n~ ♥ ~
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Widening one's perspectives.
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You meant a combination of qualitative and quantitative methods. That's good way to proceed especially if it's a new research area.
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Step 1. Identify the problem.\nStep 2. Brainstorm possible solutions.\nStep 3. Analyze solutions and select the best.
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An answer may be to a problem, not just to a question.
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There are numerous solving strategies... too long to explain here.  Most people work a layer at a time (top third, middle third and bottom third).  There are other strategies that align the corners then do the middle squares.\n\nI would just do a search of the web and you'll find lots of information on solving the cube, speed cubing, blind cubing, etc.
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math, because it is challenging and you have to think a lot to solve of the problems.
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as the complexity of the equation increases, it becomes increasingly harder to merely "look" at it....\n\nthere is no easy answer to this question; generally, though, the level of math and the relative difficulty of the problems will be a good indicator...
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**Learn to translate English into mathematical notation and vice versa.  This is very helpful in solving story problems and figuring out why a theorem is true.\n\n**Master the basics.  If you can add, you can subtract; if you can find the square of a number you can find the square root.  Understand the distributive property and the important theorems of what you're studying.  \n\n**If you run into a problem that you can't solve easily, think about a problem you can solve that is similar to it.  Usually when you're learning math from a textbook, you can find examples to help.  \n\nThe way mathematicians solve problems usually starts with trial-and-error.  With examples and practice, they learn rules that they can use as shortcuts.  They then use these theorems and postulates to solve more complex problems.  Learning math uses the same concept - start with the basics and learn little tricks along the way to make things quicker.