Is an example of a concept that closely matches the defining characteristics of a concept?
Concepts are ideas that represent a class or category of events, objects,or activities. Prototypes are examples of a concept that more closely match the defining characteristics of that concept.
What are the features of divergent thinking?
Divergent thinking is more than thinking outside the box; it’s thinking without the box, and imposing structure later. This type of thinking is found among people with personality traits such as nonconformity, curiosity, willingness to take risks, and persistence. Divergent thinking is not the same as brainstorming.
How do you use divergent thinking?
Divergent thinking is a method that is used to come up with creative ideas. It is usually a spontaneous, free-flowing and nonlinear process, where many ideas are generated and explored over a short time. This is done with little criticism and judgment to discover unexpected connections.
What is another term that is used to refer to divergent thinking?
noun. Thinking that moves away in diverging directions so as to involve a variety of aspects and which sometimes lead to novel ideas and solutions; associated with creativity. Synonyms. creative thinking mentation intellection out-of-the-box thinking creativeness cerebration thought process creativity thinking thought.
What is the opposite of divergent thinking?
Convergent thinking
What is difference between convergent and divergent thinking?
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 are the five components of creativity?
Sternberg has proposed that creativity has five components: expertise, imaginative thinking skills; a venturesome personality; intrinsic motivation; and a creative environment that sparks, supports, and refines creative ideas.
What is the difference between convergent and divergent?
Differences Between Convergent and Divergent Evolution Convergent evolution shows how species have evolved separately but have similar (analogous) structures. Divergent evolution demonstrates how species can have common (homologous) anatomical structures which have evolved for different purposes.
What is an example of divergent evolution?
A classic example of divergent evolution is the Galapagos finch which Darwin discovered that in different environments, the finches’ beaks adapted differently. The individual Galapagos finches looked so different from one another that he was surprised when he found that they were all related.
How do you tell if a function converges or diverges?
If we say that a sequence converges, it means that the limit of the sequence exists as n → ∞ n\to\infty n→∞. If the limit of the sequence as n → ∞ n\to\infty n→∞ does not exist, we say that the sequence diverges. A sequence always either converges or diverges, there is no other option.
Is 0 convergent or divergent?
Why some people say it’s true: When the terms of a sequence that you’re adding up get closer and closer to 0, the sum is converging on some specific finite value. Therefore, as long as the terms get small enough, the sum cannot diverge.
Can functions converge to zero?
For example, the function y = 1/x converges to zero as x increases. Although no finite value of x will cause the value of y to actually become zero, the limiting value of y is zero because y can be made as small as desired by choosing x large enough. The line y = 0 (the x-axis) is called an asymptote of the function.
Does sequence converge to zero?
is easy to understand: it is 1, −1, 1, −1, 1 and clearly diverges. sin n/√n = 0 and the sequence converges to 0. every term is 1, and likewise if r = 0 the sequence converges to 0.
How do you know if a series is convergence or divergence?
If the limit of |a[n+1]/a[n]| is less than 1, then the series (absolutely) converges. If the limit is larger than one, or infinite, then the series diverges.