Successfully reported this slideshow.
We use your LinkedIn profile and activity data to personalize ads and to show you more relevant ads. You can change your ad preferences anytime.

5H2012 UNIT11 Power Series!

346 views

Published on

Published in: Education
  • Be the first to comment

  • Be the first to like this

5H2012 UNIT11 Power Series!

  1. 1. Math 5HBC (FDWK 4th ed)Day Topic Homework AssignmentPower Series:MIII35(119) MCQ – IXA2013.0318TIII36(120) When do (10.1) pp485-487: m52013.0319 Power Series Convergence? READ/WRITE NOW: p481: Exploration 1 VIEW/NOTATE LATER (tbl11-1)WIII37(121) Can we Differentiate (10.2) pp496-498: m52013.0320 Term-by-Term? READ/WRITE NOW: p493: Exploration 3 VIEW/NOTATE LATER (tbl11-2)θIII38(122) What is (10.3) pp504-506: m52013.0321 Taylor’s Theorem? READ/WRITE NOW: p505: 44 VIEW/NOTATE LATER (tbl11-3)FIII39(123) GAME DAY!2013.0322 UNIT11.BCs
  2. 2. Math 5HBC (FDWK 4th ed)Day Topic Homework AssignmentMIII40(124) MCQ – IXB2013.0401TIII41(125) How do you (10.4) pp515-516: m52013.0402 Combine Taylor Series? READ/WRITE NOW: p516: 64 VIEW/NOTATE LATER (tbl11-4)WIII42(126) How do we derive (10.5) pp528-530: m52013.0403 a Binomial Series? READ/WRITE NOW: pp529-530: 66-71 VIEW/NOTATE LATER (tbl11-5)θIII43(127) FRQ – preTEST11A2013.0404 TBQ49+TBQ51FIII44(128) FRQ – TEST11B – Taylor Series2013.0405 TBQ50+TBQ52 UNIT11.BCs

×