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Where Do I Begin? | Soul Searcher

https://jillpeters.wordpress.com/2011/03/28/where-do-i-begin

A journey of the heart seeking an honest understanding of inner beauty and human imperfections – with side trips! Where Do I Begin? March 28, 2011 in Uncategorized. The competition for ‘streetsmarts’ positions is flooded with applicants. We’re a dime a dozen. And I never thought I’d end up in arguably the poorest nation in the Western hemisphere on a mission trip, but rising up from the ashes of my reckless trailblazing helped me realize it was time to focus on those less fortunate than myself, and...

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Samuelson Mathxp: Crossroads Guitar Festival - 2004/2007/2010

http://samuelsonmathblog.blogspot.com/2011/02/eric-clapton-crossroads-guitar-festival.html

Mans mind, once stretched by a new idea, never regains its original dimensions. Oliver Wendell Holmes US author and physician (1809-1894). It is better to be defeated on principle than to win on lies. Saturday, June 26, 2010. Crossroads Guitar Festival - 2004/2007/2010. Describe a collection of geometric progressions contained within one (or more) of the tracks below; represent as exponental AND sinusoidal functions. The Math of Music (1). Sonny Landreth with Eric Clapton (2010). Discover the Solar System.

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Samuelson Mathxp: Integration - Surface Areas & Volumes of Revolution

http://samuelsonmathblog.blogspot.com/p/integration-surface-areas-volumes-of.html

Mans mind, once stretched by a new idea, never regains its original dimensions. Oliver Wendell Holmes US author and physician (1809-1894). It is better to be defeated on principle than to win on lies. Integration - Surface Areas and Volumes of Revolution. SURFACE AREAS and VOLUMES OF REVOLUTION. Surface Areas and Volumes of Revolution - Samuelson. Additional links have been included below that will reinforce (and go beyond) the notions presented above. Area of a Surface of Revolution. Mathematics of Soun...

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Samuelson Mathxp: Differential Calculus - Samuelson

http://samuelsonmathblog.blogspot.com/p/instantaneous-velocity.html

Mans mind, once stretched by a new idea, never regains its original dimensions. Oliver Wendell Holmes US author and physician (1809-1894). It is better to be defeated on principle than to win on lies. Differential Calculus - Samuelson. The question I pose to students in Introductory Calculus might take on the following form:. A really REALLY REALLY. A) the ship is 2 km off shore and positioned at 60 degrees East of North relative to the lighthouse. First Principles (Polynomial and Radical Functions).

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Samuelson Mathxp: Multiplication Fun

http://samuelsonmathblog.blogspot.com/p/multiplication-fun.html

Mans mind, once stretched by a new idea, never regains its original dimensions. Oliver Wendell Holmes US author and physician (1809-1894). It is better to be defeated on principle than to win on lies. Develop some thinking skills with a different approach to multiplication. Consider the following:. Find the product of 21 and 32.= P = (21) (32) .Let P = (2x 1) (3x 2) .where x=10. How about other values of "x"; where would they be on the function and what is their relationship relative to one another?

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Samuelson Mathxp: Integral Calculus - Samuelson

http://samuelsonmathblog.blogspot.com/p/integral-calculus.html

Mans mind, once stretched by a new idea, never regains its original dimensions. Oliver Wendell Holmes US author and physician (1809-1894). It is better to be defeated on principle than to win on lies. Integral Calculus - Samuelson. The ultimate goal of this section will be to derive the following:. A) Formulae for volume. Of the cylinder, cone, sphere, and various parabaloids using two methods; the slab (disk) method and the shell method. B) Formulae for surface area. C) Formulae for area. A process tied...

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Samuelson Mathxp: Integration - Circle Area & Arc Length

http://samuelsonmathblog.blogspot.com/p/icircle-area-arc-length.html

Mans mind, once stretched by a new idea, never regains its original dimensions. Oliver Wendell Holmes US author and physician (1809-1894). It is better to be defeated on principle than to win on lies. Integration - Circle Area and Arc Length. CIRCLE AREA and ARC LENGTH. Circle Area and Arc Length - Samuelson. The links below reinforce the ideas presented in my notes and provide much more information on those topics. Arc Length - Riemann Sum. Mean Value Theorem - Interactive. Subscribe to: Posts (Atom).

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Samuelson Mathxp: Solving Quadratic Equations - a "systems" approach

http://samuelsonmathblog.blogspot.com/p/solving-quadratic-equations-systems.html

Mans mind, once stretched by a new idea, never regains its original dimensions. Oliver Wendell Holmes US author and physician (1809-1894). It is better to be defeated on principle than to win on lies. Solving Quadratic Equations - a "systems" approach. Some students WANT to know WHY. I use methods similar to the example below to meet that requirement. Find where the following functions intersect: y=2x 2 and y=7x-5. We now set this equation equal to zero: 2x 2-7x 5=0. Now we can verify these solutions&#46...

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Samuelson Mathxp: Elvis Presley - 1968/1970/1973

http://samuelsonmathblog.blogspot.com/2001/02/elvis-presley.html

Mans mind, once stretched by a new idea, never regains its original dimensions. Oliver Wendell Holmes US author and physician (1809-1894). It is better to be defeated on principle than to win on lies. Saturday, February 25, 2006. Elvis Presley - 1968/1970/1973. Describe a collection of geometric progressions contained within one (or more) of the tracks below; represent as exponental AND sinusoidal functions. The Math of Music (3). In my opinion, the coolest cat to ever walk the face of this planet. Integ...