What is the difference between convergent and divergent problem solving?
Convergent thinking is the process of finding a single best solution to one problem. It differs from divergent thinking, which is the process of coming up with multiple, unique solutions to solve a problem.
What is the difference between Convergent & divergent thinking?
So, divergent thinking concentrates on generating a large number of alternative responses including original, unexpected, or unusual ideas. Thus, divergent thinking is associated with creativity. Convergent thinking involves finding only the single correct answer, conventional to a well-defined problem.
What is a divergent question example?
These types of questions often require students to analyze, synthesize, or evaluate a knowledge base and then project or predict different outcomes. A simple example of a divergent question is: Write down as many different uses as you can think of for the following objects: (1) a brick, (2) a blanket.
What are the differences between convergent and divergent plate boundaries?
Convergent plates converge, or come together. The plates push against each other and build up. Divergent plates diverge, or go away from each other. The plates pull away from each other, causing lava to spew out and develop new land.
Why are both convergent and divergent thinking important to creativity?
Thus, creativity requires both of these thinking processes, and creativity occurs when these two processes complement each other: divergent thinking to generate many novel ideas and convergent thinking to evaluate these ideas and select one of them to solve a particular problem.
What is divergent and convergent questioning?
Convergent questions are those that typically have one correct answer, while divergent questions, also called open-ended questions, are used to encourage many answers and generate greater participation of students.
Is convergent or divergent?
A convergent sequence has a limit — that is, it approaches a real number. A divergent sequence doesn’t have a limit. Thus, this sequence converges to 0. In many cases, however, a sequence diverges — that is, it fails to approach any real number.
What is divergent question and convergent question?
For starters, convergent questions will be those that require a single response or answer. Divergent questions are open-ended questions by nature since they promote the discovery of multiple plausible responses or answers to a problem. They also promote increased student engagement in classroom learning.
What is the difference between convergent and divergent thinking?
In mathematics, convergent refers to approaching a definite limit in a series. Divergent thinking generates its name from the idea that there are limitless number of solutions for any given problem, however unrelated they might be, which are then spread on the table to pick out the best one. Examples:
When is a divergent sequence a convergent sequence?
Convergent sequence is when through some terms you achieved a final and constant term as n approaches infinity . Divergent sequence is that in which the terms never become constant they continue to increase or decrease and they approach to infinity or -infinity as n approaches infinity.
Can a divergent thinker be a medical student?
A convergent thinker would only regard a person be either sick or healthy. A medical student can be either a doctor or nothing. Divergent thinking wouldn’t be applicable in multiple choice tests or standardized tests, which require a single absolute answer.
When do you use the word diverge in a verb?
Converge is a verb that applies limits, sequences, series, and integrals. The word diverge is used for the negation of it. A limit converges if it exists, that is, if it has a finite value. It diverges if it doesn’t exist.