INTRODUCTION TO POWERPOINT Professional Tools Seminar WVU Department

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INTRODUCTION TO POWERPOINT Professional Tools Seminar WVU Department of Mathematics March 29, 2011 Steve

INTRODUCTION TO POWERPOINT Professional Tools Seminar WVU Department of Mathematics March 29, 2011 Steve Kane skane@math. wvu. edu.

Content � � � � Some Things Power. Point can do (10 Slides) Power.

Content � � � � Some Things Power. Point can do (10 Slides) Power. Point Positives Power. Point Pitfalls Cook’s tour of Power. Point capabilities Preparation Strategy Summary Your assignment for next week

Downloaded Video (wmv)

Downloaded Video (wmv)

Mat lab File with Added Audio

Mat lab File with Added Audio

Internet Files � What Relationship? � Non-Reflexive � Symmetric � Non-Transitive

Internet Files � What Relationship? � Non-Reflexive � Symmetric � Non-Transitive

Humor?

Humor?

Illustrative Animations

Illustrative Animations

Clarified Questions

Clarified Questions

Build Your Own � For Teaching Practicum, 2005.

Build Your Own � For Teaching Practicum, 2005.

Partitions and Equivalence Relationships � � � Set Partitioned into Cells Disjoint � Discrete

Partitions and Equivalence Relationships � � � Set Partitioned into Cells Disjoint � Discrete � Exhaustive � � Equivalence Reflexive � Symmetric � Transitive � Mar-06 Steve Kane

Cayley Cosets of diagram Z 6 Form an equivalence relationship + 0 3 1

Cayley Cosets of diagram Z 6 Form an equivalence relationship + 0 3 1 (Subgroup 4 2 of Z 6) 5 H 0 0 3 1 4 2 5 3 3 0 4 1 5 2 1 1 4 2 5 3 0 2 4 4 4 1 5 2 0 3 5 2 2 5 3 0 4 1 5 5 2 0 3 1 4 0 3 1 1 2 4 3 Mar-06 Steve Kane

Cayley diagram of Z 3 Mar-06 + 0 1 2 0 0 1 2

Cayley diagram of Z 3 Mar-06 + 0 1 2 0 0 1 2 1 1 2 0 2 2 0 1 Steve Kane

Cayley diagram of Cosets + H H + 1 H + 2 Mar-06 H

Cayley diagram of Cosets + H H + 1 H + 2 Mar-06 H H+1 H+2 0 3 1 4 2 5 3 0 4 1 5 2 1 4 2 5 3 0 • Let • HThree {0, 3} be a subgroup cells (Cosets) of 4 a finite 1 group 5 G 2 0 3 • Two elements in each • 2 Thencell order is a 1 #0 H as(2) in 4 H) 5 the(Same 3 of divisor (by 3) of the order of • 6 = 3*2 G (6). 5 2 0 3 1 4 Steve Kane

Summary Groups and Subgroups Cosets are Equivalence Relationships Cosets of Z 6 (G) Isomorphic

Summary Groups and Subgroups Cosets are Equivalence Relationships Cosets of Z 6 (G) Isomorphic to Z 3 2 elements per cell (n) |G|=|H|*n The order of H is a divisor of the order of G. Mar-06 Steve Kane

Power. Point Is Good For: � � � � Providing structure for presenter and

Power. Point Is Good For: � � � � Providing structure for presenter and audience Clarifying complex content Moving from data to information Disguising lackluster content in an interesting format Reusable presentations Subsequent distribution and web access Drawing pictures for Word or Excel files

Power. Point Pitfalls � Good presentations � Take a long time to prepare �

Power. Point Pitfalls � Good presentations � Take a long time to prepare � Place increased demands on presenter Audience engagement Crutch not tool � Require skills practice and presentation rehearsal Expound content rather than read slides � Use of Power. Point � Discourages audience engagement Active Listening, Questions, Note taking � Is completely inflexible fraught with technical pitfalls Projectors, remote controls, web links, file access, displayed desktops, etc.

Cooks Tour

Cooks Tour

Preparation Strategy � � � Define “Success” for the presentation Determine the 2 to

Preparation Strategy � � � Define “Success” for the presentation Determine the 2 to 5 “Take-aways” Story board the message – make it flow Problem to Solution to Justification Use low number of high value slides Pictures not words Tell ‘em what you’re going to tell ‘em Tell ‘em what you’ve told ‘em Keep handouts until the end End with punch line – not “Questions? ”

Summary (ish) Power. Point? Does the Message need the Medium? Do Logistics dictate the

Summary (ish) Power. Point? Does the Message need the Medium? Do Logistics dictate the Medium? Planning Measurable success criteria Tell ‘em… Pictures not words Logistics Run though on the target system Time to make corrections Minimize dependencies (Murphy rules)

Assignment � Present a Proof in 5 minutes � � � � No more

Assignment � Present a Proof in 5 minutes � � � � No more than 2 slides Use imported files (preferably moving with audio) Use drawing shapes Use Math. Type or Equation Editor Use animation Do something with color gradients Use a Power. Point feature we haven’t discussed