if x & y are two sets having 2 & 3 elements respectively find the ni of functions from x to y
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Given:
x & y are two sets having 2 & 3 elements
To Find:
the no of functions from x to y
Solution:
- If we find the functions for the x and y we have to understand the formation of the functions.
- If we form y=f(X) which means that for the every value of the y we have 2 values of the x.
- It is clearly mention in the question that y has 3 values
- so there must be the number of the functions as given: 2 + 2 + 2 = 6.
- We are adding the 2 three time because we have the two elements in x and 3 in y.
- Direct way to find the number of the function is just to multiply the elements.
2×3 = 6
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