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Calculus Limits Lesson 2 Strategies to Evaluate Limits Indeterminants Basic Approach IBSL GCSL
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#globalmathinstitute #anilkumarmath Calculus is all about finding slope or gradient at any point on the graph of a function. We will explore different techniques of approaching this concept. Difference quotient method will be described, with examples, in details. Application questions will help student to apply the concepts better.
g=lim┬(h→0)〖(f(x+h)-f(x))/h〗
Estimate Gradient/Slope at a Point
Calculate Rate of Change
Interpret Gradient from Graph
Applications of Velocity
Rate of Change of Volume
Next: Sketch Graph of Gradient
#IBSLmath #IBSLcalculus #calculus #tangentsandnormals #limits #AnilKumar #globalmathinstitute #GCSE #SAT #GCSE #CalculusAnilKumar #MCV4U
g=lim┬(h→0)〖(f(x+h)-f(x))/h〗
Estimate Gradient/Slope at a Point
Calculate Rate of Change
Interpret Gradient from Graph
Applications of Velocity
Rate of Change of Volume
Next: Sketch Graph of Gradient
#IBSLmath #IBSLcalculus #calculus #tangentsandnormals #limits #AnilKumar #globalmathinstitute #GCSE #SAT #GCSE #CalculusAnilKumar #MCV4U