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Friday, October 28, 2016

Review guide for weds/thur quiz



AP CALC (BC) Review Guide on Derivatives of New Equation Types
NC WED/Calc THUR

1.  2 parametric derivatives (One trig, One non trig), could ask to evaluate at a point or a parameter t, or write the equation of a tangent line.  PG 668 (#1-12)  NC/CALC:_______________

2.  1 second derivative parametric with possible evaluation.  PG 668 (#1-12) NC:_____________

3.  1 Find points of horizontal or vertical tangency for a parametric equation.  PG 668 (#19-25) CALC:____________

4.  2 Polar derivative, one with evaluation. PG 678-679 (#43-47) NC:________________

5.  1 Find theta values of horizontal or vertical tangent lines given eq in polar form. PG 679 (#49,51,52) CALC:_____________

6.  1 or 2 domain of vector valued function. PG 774 (#1-6) NC:________________

7.  1 graph of 2-d vector valued function. PG 775 (#23,24) NC:________________

8.  2 Limit of vector valued function. PG 776 (#57-62) CALC:________________

9.  2 derivatives of vector valued functions, could include higher order, evaluation, pre-vector operations.  PG 783 (#11-18) CALC:__________________

10.  1 convert a polar equation into a parametric equation (No hwk problem see beginning of polar deriv notes) NC:_________________

Monday, October 24, 2016

HWK Vector valued fucntions and their derivatives

Pg 774-775

#1, 3, 5, 6, 10, 11, 17-20, 23, 24, 39, 57, 59, 60, 62


 
Probably 30-35  min of work





Pg 783-784

# 11, 13, 14, 16, 18, 19 (a,b, and d), 20 (a,b, and d), 23, 24, 26

Probably 25-30 min of work





Overall assignment is due on 10-28-16 (Friday)

40 hwk points (last hwk of the quarter)

vect valued functions


vector valued deriv notes

Tuesday, October 18, 2016

Polar Derivative Hwk

Pg 678-679

#43, 45-48  (Just write equation of the tangent line for 45, 47,  but do part c for all four) 49, 51, 54, 58, 61

Due date: 10-24-16 (Monday)

Probably 45-50 min of work 



 polar deriv notes

Wednesday, October 12, 2016

HWK parametric derivatives

Pg  668-669 


#2, 4 (for this problem do it at indicated t as well as at (0,-2)), 6, 7, 8,10, 12, 15 (a,b,c), 16 (a,b,c), 18, 20, 21, 24, 25, 27


Probably around 50 min to 60 min of work

Due Date: Tuesday,  October 18th

You will be getting your first take home test on Monday, due the following Monday. 

parametric deriv notes