If you have two Left-Right membership functions with parameters [1, 4, 6] and [3, 2, 7], which function has a wider right region? [1, 4, 6] [3, 2, 7] Both have the same right region width None of the above
Question
If you have two Left-Right membership functions with parameters [1, 4, 6] and [3, 2, 7], which function has a wider right region? [1, 4, 6] [3, 2, 7] Both have the same right region width None of the above
Solution
The width of the right region of a Left-Right membership function is determined by the third parameter in the set. In this case, the functions are [1, 4, 6] and [3, 2, 7].
For the first function [1, 4, 6], the width of the right region is 6. For the second function [3, 2, 7], the width of the right region is 7.
Therefore, the function [3, 2, 7] has a wider right region.
Similar Questions
In a Left-Right membership function defined by parameters [a=2, b=3, c=5], what does parameter 'c' represent? The width of the left region The width of the right region The point where the membership value is 1 None of the above
What characterizes an Open Left membership function? It has a sharp peak on the left side It extends infinitely to the left It has a gradual slope on the left side None of the above
For a generalized bell shaped membership function specified by three parameters [a,b,c], which of the following statements are true? Parameter a defines the shape of the curve Parameter a defines the width of the membership function Parameter a defines the centre of the membership function None of the above
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In precedence of set operators the expression is evaluated from:Depends on the expressionLeft to rightRight to leftFrom user specification
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