It is obvious that analytical, reasoning, and decision-making are three much interconnected processes adults engage in continuously, whether they are using numbers or words. It was classified problem-solving, reasoning, and decision-making under foundation "Thinking Skills": "Creative thinking, making decisions, solving problems, seeing things in the mind's eye, knowing how to learn, and reasoning.
The further report defined the higher order thinking skills of problem-solving, reasoning, and decision-making: problem solving. Makes out that a problem exists - to be exact, there is a discrepancy between what is and what should or could be, - identifies possible reasons for the discrepancy, and devises and implements a plan of action to resolve it. Assess and monitors progress, and revises plan as indicated by findings. Decision making - specifies goals and constraints, generates alternatives, considers risks, and evaluates and chooses best alternatives. Reasoning - discovers a rule or principle underlying the relationship between two or more objects and applies it in solving a problem. As a result, uses logic to draw conclusions from available information, extracts rules or principles from a set of objects or written text, applies rules and principles to a new situation, or determines which conclusions are correct when given a set of facts and a set of conclusions.
Reasoning is an answer for problem-solving and decision-making. Adult learners employ reasoning to analyze information in order to solve problems which, in turn, allow them to make reasonable decisions. One defined reasoning this way: Reasoning - you thought in daily situations you probably see math statistics and math numbers. You see different information that you need to reason and draw conclusions based on this: Is this a good sale, not a good sale? So it depends on the whole reasoning process.
Key Findings
* Math skills integrated in the problem-solving and decision-making processes.
Even if it’s obvious that math skills are integrated in the problem-solving and decision-making process, the skills needed vary from problem to problem. One teacher stated: sometimes we all agree that people should learn to problem solve, reason, communicate, etc. These may be identified as process skills and all adults do these all the time; we all strive to improve in these areas, whether or not we are in adult education classes. In reality, these skills are not for the most part mathematical skills, but rather skills that cover all domains. Then again, a person needs meaningful information and knowledge to be able to solve problems, reason about, and have something to communicate. Consequently, these process skills as the goals of all education and learning, no matter what the domain. The challenge here is to prioritize the specific mathematical content that is necessary and useful to support the kinds of reasoning, problem-solving and communicating that people need to do in future.
Math skills looked-for solving problems and making decisions are integrated throughout the process, with more than one math operation generally being required to come to final decisions. The next adult learner provided an example of how integrated math skills are in the problem-solving process in his role as citizen. Problem-solving, when working with the school department for our children, doing fund raisers for the sports programs our children were involved in. If you are able to use fractions, multiplying, adding, subtracting, knowing your math formulas to help build playgrounds, churches, and homes.
Practically all employees will be required to maintain records, estimate results, use spreadsheets, or apply statistical process controls as they negotiate, identify trends, or suggest new courses of action. Most people will not leave their mathematics behind them in school. As an alternative, they will find themselves using it on the job, for example, to reconcile differences between inventory and financial records, estimate discounts on the spot while negotiating sales, use spreadsheet programs to monitor expenditures, employ statistical process control procedures to check quality, and project resource needs over the next planning period.
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