Maths C3 - Distinguishing between Functions...help? Watch

Philip-flop
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Can someone explain the answer to this question? Why is f(x) a function but g(x) isn't??
This question is taken from the Edexcel C3 Modular Maths Textbook (Exercise 2C Q3)
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sindyscape62
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(Original post by Philip-flop)
Can someone explain the answer to this question? Why is f(x) a function but g(x) isn't??
This question is taken from the Edexcel C3 Modular Maths Textbook (Exercise 2C Q3)
Name:  Exercise2C Q3 (C3 Modular Maths).png
Views: 62
Size:  4.4 KB
To be a function every input must produce exactly one output. For g(x) an input of 4 would produce no output, so it isn't a function.

If g(x) had its domain restricted by writing  x \not=4 next to it it would be a function because now all allowed inputs do produce an output.
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Philip-flop
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(Original post by sindyscape62)
To be a function every input must produce exactly one output. For g(x) an input of 4 would produce no output, so it isn't a function.

If g(x) had its domain restricted by writing  x \not=4 next to it it would be a function because now all allowed inputs do produce an output.
Omg. Thank you for an amazing explanation!! It makes sense now. I was being so daft!! :P
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