Posted: October 25, 2010

## Date:

Wed, Oct 27/10 9:00 pm

RADS, Sketching angles in radians, evaluating expressions, angular velocity and acceleration problems.

Tel: 506 523-7160 Fax: 506 523-7164 Snowline: 506 523-0900

The study of Calculus: an in-depth look!

Posted: October 25, 2010

Wed, Oct 27/10 9:00 pm

RADS, Sketching angles in radians, evaluating expressions, angular velocity and acceleration problems.

Posted: October 25, 2010

Thu, Oct 28/10 9:00 pm

Vectors, constant acceleration problems, d/t, v/t and a/t graphs.

Posted: October 25, 2010

Wed, Oct 27/10 9:00 pm

Circle Geometry - angle properties, arc length and sector area

Posted: September 28, 2010

Wed, Sep 29/10 9:00 pm

Sequences and Series (Arithmetic and Geometric), Recursive Formulas, Sigma Notation and summing using Sigma Formulas.

Posted: September 28, 2010

Wed, Sep 29/10 9:00 pm

Slope, intercepts, writing the equation of a line, parallel and perpendicular lines, distance, midpoint, median, right bisector, altitude. (we will leave intersection of two lines until Friday)

Posted: September 20, 2010

Wed, Sep 22/10 9:00 pm

Quiz - d = vt problems, involving conversions and sig digs.

Posted: September 20, 2010

Tue, Sep 21/10 9:00 pm

y = mx + b, graphing, slope, writing the equation of a line, intercepts, parallel and perpendicular lines.

Posted: April 20, 2010

Wed, Apr 21/10 9:00 pm

Quiz - Circular Motion Problems (banked/unbanked curves, Yo-yo, airplane etc), simple harmonic motion, calculating period (spring-mass system and pendulum), frequency, spring constant, total energy, vmax etc...plotting x(t), v(t), and a(t) graphs to describe the motion of an oscillating mass at the end of a spring.

Posted: April 20, 2010

Sun, Apr 25/10 9:00 pm

Quadratic Unit Test - sequences (common difference at second level), quadratic in different forms, completing the square, max/min problems, solving quadratics (factoring and quadratic formula), application problems involving solving quadratics.

Posted: March 24, 2010

Tue, Mar 30/10 9:00 pm

Related Rates, Max/Min Application Problems (optimization), Max Area/Volume, Min Distance etc.
Derivatives involving - Trig Functions, Exponential and Logarithmic functions. (base a and natural logs)