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Solutikns this example, each of the names on the left is an object, or input, and each of the reasons on the right is an image, or output. These form the range of the mapping for this particular set of mcert. A mapping can also be one-to-one, one-to-many or many-to-many. The relationship between the people and their items of luggage is likely to be one-to-many, and that between the people and the countries they have visited in the last 10 years will be many-to-many.

Mappings of these types are called functions. You are then creating a composite function or a function of a function. Exercise Answer Inverse Functions The reverse mapping is also a sllutions because for any input there is one and only one output. This can only be the case if the mapping is one-to- one. Can we change this graph for which we can have an inverse? Domain and range of function Exercise 1: Misty Boyd 10 de dic de

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Chapter 2 Exercise 2.2 (Q1,Q2,Q3) Relations and Functions Class 11 Maths NCERT

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