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(45x^2-10x-13)/(5x^2+7), Find limit notation​
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(45x^2-10x-13)/(5x^2+7), Find limit notation​

(45x^2-10x-13)/(5x^2+7), Find limit notation​-example-1
User Nurdin
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1 Answer

5 votes

Answer:

9

Explanation:

As x gets large, the only terms of interest are the ones of highest degree.


\lim\limits_(x \to \infty){f(x)}=(45x^2)/(5x^2)=9

User Kolistivra
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