Home › CBSE Class 11 › Mathematics › Limits and Derivatives › The derivative at a point gives the slope of the:
The derivative at a point gives the slope of the:
ANormal line
BSecant line
CTangent line
DChord line
Answer & Solution
Correct answer: C. Tangent line
1. The derivative measures how steeply the curve rises there.
2. That steepness is read off a line touching the curve.
3. So it gives the slope of the tangent.
_Source: NCERT Class 11 Mathematics, Chapter 13, Limits and Derivatives._
Related questions
The first principle finds a derivative without using any:Reading the derivative as a rate of change describes how fast a value:The two one sided limits of a function are compared to test:Derivatives are defined at a point lying in the function's:A limit is concerned with the value a function is:Points such as 4.9, 4.95 and 4.99 lie to the left of:For the function x plus 10, the limit at 5 works out to:Instantaneous velocity is found by taking a limit of the: