Hwk even and odd powers of trig functions

Pg 496-497

#4, 5, 6, 7, 9, 11, 18, 22, 24, 26, 27, 29, 32, 41, 47, 50, 55, 56, 60


Probably 1 hour to 1 hour and 15 min of work


Due Date: 12-19-14

Integration by Parts Hwk

Pg 487-488


#3, 6, 8, 9, 12, 14, 15, 16, 18, 20, 21, 23, 26, 28, 29, 39, 42, 46, 47, 50


Probably 1 hour of work



Due Mon: 12-15-14

Quiz Expectations for new apps of derivatives

1.  1 linear approximation problem to estimate an output of a function without a calculator.  (Review packet first couple)

2.  1 linear approximation problem based on a data set could be a graph or a chart. (Second half of the review packet)  (Calc active)

3.  1 make slope field by hand.  (First part of slope field packet)  (No Calc)

4.  1 Match the slope field by hand.   (Last part of slope field packet)  (No calc)

5.  1 find the field using your calculator  (Calc active)

6.  1 graphing a vector equation, finding and sketching velocity and acceleration vectors at a given time, and finding speed at a given time  (First part of Fridays Hwk)  (No calc)

7.  1  parabolic position problem  (See three probs in notes, 23-28 from Fridays hwk) (Calc active)

HWK Parabolic motion, velocity and acceleration vectors, and vector speed

Pg 791-792

#1-7 odd, 11, 14, 15, 23-28 all

11-20-14  Thursday

Probably 1 hour 15 min of work

Euler's method worksheet

Due date:  11-17-14

Probably 45  min of work

Pay attention to when you can use calc and when you can't

Hwk Reminders

1)  Linear Approximation packet is due  11/10/14 for 30 hwk pts

2)  Slope field packet is due  11/12/14 for 20 points

Application of derivative packet

First half  1-12 is due on 10-30-14 next Thursday

Second half 13-23 is due on 10-31-14 next Friday

Quiz Tues oct 28th and Wed oct 29th

Quiz Expectation Sheet Calculus BC (Tue-Weds Quiz)

Non-Calculator:

1.       Find the first derivative of a parametric equation evaluated at a value of t or a point (2 of these one will be trig):  Pg 668  #1-10 first derivative part ___________________

2.      Find the derivative of a polar equation and evaluate at a value of theta:  Pg 678 #43-44  ______________

3.      Find the limit of a vector valued function (2 of these):  Pg 776  #57-62  but harder ones using more indeterminate limits  _________________

4.      L’hopitals rule problem of the form 1 raised to the infinity:  Pg  530  #36, 39  and examples in your notes and wu  ______________

5.      Find the derivative or second derivative of a vector valued function:  Pg  783  #11-18, 19b, 20b­­­­­­­­­­­­­   __________________

Calculator

1.       Find points of horizontal and vertical tangency to a parametric graph: 

Pg 668  #19-25_________

2.      Find the equation of a tangent line to a parametric graph at a value of t or at a point:  Pg668  #13-16 part C  ____________

3.      Find points of horizontal or vertical tangency to a polar graph:  Pg 679  #49,51  ____________

4.      Find the domain of a vector valued function (2 of these):  Pg 774  #1-6  _______________

5.      Graph a vector valued I and j function:  Pg 775  #23,24  _________________

6.      Find the second derivative of a parametric equation:  Pg 668 #1-10  _________________