|
1.
Karl's Calculus Tutor - Box 6.0: Exponential and Log Identities Since ex is only a special case of an exponential function, it is also true ... To find the derivative of logs of other bases, apply the conversion rule. ... 2.
Karl's Calculus Tutor - Math Notation KCT math notation. This page shows conventions for mathematics notation on this ... (where x is the independent variable) can also be denoted as: exp(x) ... 3.
Karl's Calculus Tutor - Integrals -- Kepler's Wedding But Kepler's primary skill was not astronomy but mathematics. Legend has it that at Kepler's ..... Take a crack at it, and then click here to see if you did it right. ... This is just an algebra exercise. When you're done, click here. ... 4.
Karl's Calculus Tutor: Starting Page for 1st Year Calculus Tutorial A place for a 1st year calculus student to come when he or she needs a helping hand. E-mailhelp available. 5.
Karl's Calculus Tutor: Table of Contents Feb 15, 2009 ... Table of Contents for Karl's Calculus Tutor. ... Please note that Karl's Calculus Tutor is still a work in progress. ... 6.
Lagrange Multiplier Method for finding Optimums File Format: PDF/Adobe Acrobat - View as HTML V , given by. V = LWH. So the Lagrange function is f (L, W, H) = LWH + λ ... Lagrange method does is to solve for the point (or points) where the trail is ... 7.
Karl's Calculus Tutor: Polynomial Long Division with Multiple ... Polynomial Long Division with Multiple Variables ... (click here to see about the easier case of polynomial long division with just one variable) ... 8.
Karl's Calculus Tutor - 6.2 The Farther We Go, The Faster We Get There With exponentials, as with most other functions, we want to know how to take their derivatives. The derivatives of exponentials have a most unusual ... 9.
Karl's Calculus Tutor - Box 6.0: Exponential and Log Identities As x goes to positive infinity, so does ln(x). So ln(x) has no limit as x goes to infinity or as x goes to zero. Natural log is positive or negative ... 10.
Karl's Calculus Tutor - 4.4 Derivatives: Chain Rule Applications The chain rule is of utmost importance in calculus. ... Here are a few more worked implicit differentiation examples (in which y is a function of x). ... |
