Question: Explain why the following statement must be True, or provide a counterexample to show that it can be False. If f and g are one-to-one

Explain why the following statement must be True, or provide a counterexample to show that it can be False. If f and g are one-to-one functions dened on all of R, then the function 11(32) 2 m) +g($) is also one-to-one
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