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Derivative Examples- Exam Problems- MIT/Stanford Math Exam | Calculus 1
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This video covers all basic rules of derivatives. From power to chain rules, exam problems are chosen from top universities to show how these rules can be put in math exam problems.
Example 1: Math 41/Stanford University/ Fall 2012
f(x)=(x^2+pix^(1/4)-e/x)/sqrt(x)
Example 2: Math 41/Stanford University/ Fall 2013
f(x)=(x^e)(e^x)+(5tan(x)/(1+cos(x))
Example 3: Math 18.01/ MIT
f(x)= (e^x-e^(-x))/e^(x)+e^(-x))
#TopUniversitiesMathExams
#derivatives
#chainrule
#productrule
#powerrule
#mitmathproblems
#stanfordmathproblems
#howtosolvederivative
#Quotient_Rule
Example 1: Math 41/Stanford University/ Fall 2012
f(x)=(x^2+pix^(1/4)-e/x)/sqrt(x)
Example 2: Math 41/Stanford University/ Fall 2013
f(x)=(x^e)(e^x)+(5tan(x)/(1+cos(x))
Example 3: Math 18.01/ MIT
f(x)= (e^x-e^(-x))/e^(x)+e^(-x))
#TopUniversitiesMathExams
#derivatives
#chainrule
#productrule
#powerrule
#mitmathproblems
#stanfordmathproblems
#howtosolvederivative
#Quotient_Rule
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