![]() |
Teacher2Teacher |
Q&A #182 |

T2T || FAQ || Ask T2T || Teachers' Lounge || Browse || Search || Thanks || About T2T

|
View entire discussion [<<prev] [next>>]
Terri, if I had the answer to your question I would the teacher of the world!
Motivation is something that a person has to have him or herself.
I think that teachers can interest students and motivate them. You have not stated
what it is that you teach. I will imagine that you are teaching Algebra 1.
Imagine the situation that the entire student body on the first day of school had
to stand all at one time in the gym, and introduce themselves and when the last
person was finished they would all sit down. The question might be: how long
would this take for 1000 students?
To answer the question, do an experiment. Choose three students. Using a stopwatch
have someone time in seconds the length of time it takes for the three to stand
up, recite each of their names in sequence and sit down. Choose five more students
and have all eight of them do the experiment. Then choose 7 more students and
repeat the process. Perhaps do the entire process with 20.
Now you are going to make some assumptions:
1. the time for the standing and sitting of the 3, 8, 15 and 20 students is
the same independent of the number standing and sitting. We will call this
the average time.
2. The length of time for each student to recite his/her name will be averaged.
Using the number of students as the input and the length of time as the output,
graph the data, look at what behavior you observe, and try to write a rule for the
behavior dependent upon the number of students. What you are looking for is a
linear function: y = mx + b where m is the average time to say a person's name
and b is the average time to stand up and sit down.
Once this is done you can project for the entire school, you can find for the
entire class and you have various options. What if you didn't stand up and sit
down? How long would it take? Suppose each person stood up, stated their name, and
then sat down before the next person stood up, etc. Ask the kids for ideas. What
other activities might be investigated like this? As the teacher, you have to make
sure that the mathematics is produced!
My overall answer to you: find problem situations that engage the students, and
use these as your starting point. Anything that involves money and the lottery is
a good subject.
Hope you have a good time.
Post a public
discussion message |
[Privacy Policy] [Terms of Use]

Math Forum Home ||
The Math Library ||
Quick Reference ||
Math Forum Search

The Math Forum is a research and educational enterprise of the Drexel University School of Education.