Curve sketching 1
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A function f is increasing on a set S if f(x) is less than or equal to f(y) for every pair of points x and y in S where x is less than y. The first derivative test can determine if a function is monotonic by examining if the derivative is always positive or always negative over the set.
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Curve sketching 1
- 1. L. D. COLLEGE OF ENGINEERING
- 2. SUBJECT :- CALCULUS TOPIC :- CURVE SKETCHING JALALPARA DHAVAL 150280106041
- 4. MONOTONIC FUNCTIONS A Function f is said to be increasing on a set S if f(x) <= f(y) for every pair of points x and y in S with x<y. fig (6.1)
- 5. First derivative test for monotonic functions