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these are the 7 steps to problem solving!

and yes it is the first step....

1. Define and Identify the Problem

2. Analyze the Problem

3. Identifying Possible Solutions

4. Selecting the Best Solutions

5. Evaluating Solutions

6. Develop an Action Plan

7. Implement the Solution

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Q: Is identifying knowns and unknowns part of the first problem-solving step?
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What steps to solve a problem must be completed first recognizing and identifying the problem OR analyzing data?

Recognizing and identifying the problem.


How do you solve for m plus n equals 1000 and 0.05 plus 0.06n equals 57?

In your question you have two equations. They are... m + n = 1000 Equation (1) 0.05 + 0.06n = 57 Equation (2) It is a rule of thumb that if you have two equations and two unknowns (the unknowns in this case are "m" and "n") you can solve for them. Also remember if you have three euqations and three unknowns you can solve for them.. four euqations four unknowns... etc.. Ok first take the 2nd equation and solve for "n" 0.05 + 0.06n = 57 0.06n = 56.95 n= 949 and 1/6 Now that you have "n" you can put it into the 1st euqation and solve for "m" m + (5695/6) = 1000 m = 50 and 5/6 Therefore you answers are... n=949.16666 or 949 1/6 or 5695/6 m=50.83333 or 50 5/6 or 305/6


Two angles are complimentary if their sum is 90 degrees. find the angles of two complimentary angles if the second is five times the first?

you have two unknowns: angle one (which we can call x), and angle 2 (which we can call y)when you have 2 unknowns, you need to set up 2 equationssince they are complimentary, you know that 90 = x + ywe know that the second is 5 times the first, so x = 5yif we substitute 5y for x in the first equation, we get: 90 = 5y + y = 6y90/6 = 15. we now know that 15 is the measure of angle 2All we need to do know is 90-15, which equals 75 to get are measure for angle 1


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Who was the first mathematician in the world?

I think it could be Aristotle. He started empiricism and started classifying and identifying things into sets. Sets are one of the most fundamental concepts in Logic. Math is definitely very rooted to Logic. But you can also put it down as Aristotle being the very first Scientist, so

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