When you customers are not buying your product, should you find out why or just increase advertising?
I teach how to use PowerPoint for the district. At my previous school, I had an interactive white board. I don't miss it.
There are some great PowerPoint presentations, but I advise teachers not to use PP in general until they know how to do so.
Best use is to illustrate a problem or engage the student - NOT to teach your daily lesson. If you are using PP for more that, you will likely encounter the kind of response that you are getting.
Here is an example for a 5-step or more problem: Ask class to put down pencils. Show solution to a problem using a PP that goes step-by-step. Have students predict and describe the math reason in each step. When done, back up the animation to the start and have them repeat the process with a verbal description of each step's math.
Some students will not be able to do the steps. Walk around and find them. When most have done the step, show the step for to the class (to help the slower ones). Repeat until finished.
Blank PP slide. Now have students turn their paper over and repeat the solution on the back side. Explain that they can look at their example on the front, but that they should try for at least 15 seconds before doing so.
Now, show another slide of the same problem, but with only the math reason for each step and have the slowest students go to board and work problem without their papers. Request all others to use another sheet of paper (or fold back the solution on their own) and just show the math steps with out working out the symbolics.
Finally, have everybody put their papers away and give them a 1-question quiz on the PP of the same type of problem that they have been working, just different variables and scalers.
Think about what each of these steps are doing, try it in you class, and please graciously report your experience.
On 9/09/12, MTA wrote: > On 9/03/12, Jackie wrote: >> How can I get high school students more involved/engaged in >> math when using a power point on a smart board? > > When you customers are not buying your product, should you find > out why or just increase advertising? > > I teach how to use PowerPoint for the district. At my previous > school, I had an interactive white board. I don't miss it. > > There are some great PowerPoint presentations, but I advise > teachers not to use PP in general until they know how to do so. > > Best use is to illustrate a problem or engage the student - NOT > to teach your daily lesson. If you are using PP for more that, > you will likely encounter the kind of response that you are > getting. > > Here is an example for a 5-step or more problem: > Ask class to put down pencils. Show solution to a problem using > a PP that goes step-by-step. Have students predict and describe > the math reason in each step. When done, back up the animation > to the start and have them repeat the process with a verbal > description of each step's math. > > Some students will not be able to do the steps. Walk around and > find them. When most have done the step, show the step for to > the class (to help the slower ones). Repeat until finished. > > Blank PP slide. Now have students turn their paper over and > repeat the solution on the back side. Explain that they can > look at their example on the front, but that they should try > for at least 15 seconds before doing so. > > Now, show another slide of the same problem, but with only the > math reason for each step and have the slowest students go to > board and work problem without their papers. Request all others > to use another sheet of paper (or fold back the solution on > their own) and just show the math steps with out working out > the symbolics. > > Finally, have everybody put their papers away and give them a > 1-question quiz on the PP of the same type of problem that they > have been working, just different variables and scalers. > > Think about what each of these steps are doing, try it in you > class, and please graciously report your experience.
There are no textbooks...See MoreLast night, CBS's "60 minutes" broadcast a feature on Khan Academy. With funding from the Gates Foundation, Khan Academy has shifted around the typical learning process: Instruction is done at home (a 15 minute video) and "homework" practice is all done in class. The teacher's role shifts from a lecturer to a coach.
There are no textbooks. Students are actively engaged in learning. And students can work at their own pace to master concepts before moving on. Several California school districts have piloted the Khan Academy programs. Acheivement has improved across the board.
After years & years & years of doing the "Stand & Deliver" method of teaching, I am open to a completly different way. What are your thoughts?
Google "Khan Academy" to see the website. All video lessons are immediately available and completely free.
I'm searching for websites that would help a struggling college algebra student. My daughter is taking an online college algebra class while stationed overseas. She is in need of help with formulas, but any and all sites would be helpful.
khanacademy.com (this was featured on CBS TV over the weekend)
Hope this helps.
On 9/03/12, KimMO wrote: > I'm searching for websites that would help a struggling > college algebra student. My daughter is taking an online > college algebra class while stationed overseas. She is in > need of help with formulas, but any and all sites would be > helpful. > > Thank you, > > KimMO
Just as "Flatland" can map well with geometry, I want to find a work of literature that can be a good companion for my statistics course. Students are high school juniors and seniors.
Hi--- I am wondering if anyone who uses Prentice Hall Math Course 1 has a scavenger hunt to help familiarize students with the book they are willing to share. I want to get them used to the book as well as on line resources through a scavenger hunt. Hoping someone has something to share! TY!
Does anyone have a suggestion for storing those little vinyl coins that go on the math meeting board? Mine keep curling up and then they fall off the board. Also, is there a way to keep them "sticky" so they won't pop off?
On 9/10/12, Hurley wrote: > Does anyone have a suggestion for storing those little > vinyl coins that go on the math meeting board? Mine keep > curling up and then they fall off the board. Also, is there > a way to keep them "sticky" so they won't pop off?
I am just wondering if anyone had any info on the New York Math CST? Or has taken the exam recently? I am curious about the written assignment. Any info would be great! – I am taking the exam next Saturday, 9/22 but still unsure if I am 100% ready
On 9/19/12, Math Teach wrote: > A student taking a college course in Modern (abstract)Algebra will > find him/herself proving numerous theorems lemmas, and the like. > > For example, a typical proof would be to prove that cyclical > groups (i.e. the group of integers mod 12) are abelian > (commutative) > > On 9/18/12, MTA wrote: >> On 9/16/12, Geometry Teacher wrote: >>> Help me answer this question. One of my students asked me >>> why we study conditional statements (Converse, Inverse, >>> Contrapositive etc.. ) >>> >>> I told her we used them in computer programming and advanced >>> Math classes (because those are the only places I've used >>> them.) >>> >>> How would you answer this? >>> And Proofs where else do we use proofs? >> >> Solving an algebraic equation is a proof. Each step must have >> a logical validity or the conclusion would not be justified. >> >> Conditional statements help the mind understand logic better. >> It allows one to more clearly see realtionships. For example, >> if your true love exists, but is not in the room, where should >> you go? Try that without any logical analysis. >> >> You can try to fly by flapping your arms, but buying a ticket >> on an airlibe
>>>> Help me answer this question. One of my students asked me >>>> why we study conditional statements (Converse, Inverse, >>>> Contrapositive etc.. ) >>>> >>>> I told her we used them in computer programming and advanced >>>> Math classes (because those are the only places I've used >>>> them.) >>>> >>>> How would you answer this? >>>> And Proofs where else do we use proofs? >>> >>> Solving an algebraic equation is a proof. Each step must have >>> a logical validity or the conclusion would not be justified. >>> >>> Conditional statements help the mind understand logic better. >>> It allows one to more clearly see realtionships. For example, >>> if your true love exists, but is not in the room, where should >>> you go? Try that without any logical analysis. >>> >>> You can try to fly by flapping your arms, but buying a ticket >>> on an airlibe
When you customers are not buying your product, should you find out why or just increase advertising?
I teach how to use PowerPoint for the district. At my previous school, I had an intera...See More