Here, I’d like to give three real-world examples for overcoming functional fixedness. In this reframed problem, the surface features of power strips, plugs, and outlets were stripped away to avoid functional fixedness. He was able to solve the first five problems using a specific sequence of operations. The performance of the experimental group was markedly inferior to that of the control with respect both to the number of solutions obtained and the time required to reach solution. In contrast, when the correct habit is dominant, a high drive should facilitate problem solving” (Glucksberg). Functional fixedness is a subtype of mental set and refers to the inability to see an object’s potential uses aside from its prescribed uses. Duncker’s candle problem is a famous cognitive performance test that is used for measuring the influence of functional fixedness on a subject’s problem solving capabilities.. Functional fixedness is the inability to view an object as being able to fulfill any other function than what it is originally intended for. For example, while a hammer can be used to drive a nail into the wall, it can also be used to straighten car dents and break up concrete. Wanting to use a rope to tie your car trunk closed and failing to realize that you could use a coat-hanger for the task When people try to solve problems, which feature of the problem should they emphasize the most? The whole point of the candle experiment is to demonstrate that overcoming functional fixedness can not be accelerated with carrots and sticks – on the contrary. Which of the following would be an example of functional fixedness? Examples such as the candle problem in out text are slightly more time consuming and complicated to solve. The Gestalt psychological term functional fixedness refers to the degree of rigid definition people give to objects, making it difficult to see these objects as possessing functions outside of their definition. John was asked to solve a series of six math problems. Box problem: The results of the box problem, presented in Table 1, confirm Duncker's finding that functional fixedness results from pre-utilization. This first group is an example of functional fixedness. You want to sweep a bit of dust. Working backwards is an example of using an algorithm to solve problems. Or actually… one example for, two examples … Functional fixedness is a cognitive bias that prevents an individual from finding solutions to problems that require innovative thinking. Problem solving is moving from a current state to a goal state, through barriers. Which of the following examples best illustrates functional fixedness? Mental set is a barrier to problem solving; it is an unconscious tendency to approach a problem in a certain way. You have a screw and a dime, but you insist on using a screwdriver to drive the screw, rather than using the dime, which will also work. For the group of participants that took awhile to figure it out, the problem was they could not stop thinking of the normal way these items could be used. What is an example of functional fixedness?