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End Behaviour: An important characteristic of a function is its end behaviour. i.e., what happens to the function for extreme values of x (negative infinity -∞ or positive infinity ∞)] As x takes on a very large positive value we say "as x→+∞o" and as x takes on a very large negative value we say as x→→∞0. In this example: as x→+oo, the value of f(x) gets larger in the negative direction. We say as x→-o, the value of f(x) gets larger in the positive direction. We say

End Behaviour: An important characteristic of a function is its end behaviour. i.e., what happens to the function for extreme values of x (negative infinity -∞ or positive infinity ∞)] As x takes on a very large positive value we say "as x→+∞o" and as x takes on a very large negative value we say as x→→∞0. In this example: as x→+oo, the value of f(x) gets larger in the negative direction. We say as x→-o, the value of f(x) gets larger in the positive direction. We say

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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End Behaviour: An important characteristic of a function is its end behaviour. i.e., what happens to the function for extreme values of x (negative infinity - ∞ or positive infinity oo)] As x takes on a very large positive value we say “as x→→+∞o” and as x takes on a very large negative value we say as x→-00. In this example: as x→+∞o, the value of f(x) gets larger in the negative direction. We say as x→→∞o, the value of f(x) gets larger in the positive direction. We say
Transcribed Image Text:End Behaviour: An important characteristic of a function is its end behaviour. i.e., what happens to the function for extreme values of x (negative infinity - ∞ or positive infinity oo)] As x takes on a very large positive value we say “as x→→+∞o” and as x takes on a very large negative value we say as x→-00. In this example: as x→+∞o, the value of f(x) gets larger in the negative direction. We say as x→→∞o, the value of f(x) gets larger in the positive direction. We say
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