Thursday, September 5, 2013

Thursday, June 13, 2013

End if the year

Looking back over my the year...these last two topics were the hardest for me- but I think now I understand them. What I really need to study is vocabulary because on every single test my worst section is vocabulary. Also, I need to just go back over equations from the beginning of the year that I may have forgotten. An most of all I need to learn order I magnitude. I am really bad at that.

Thursday, May 23, 2013

DCP

·         )

Raw Data Tables:

Current (+/-  0.3 Amperes)
Voltsge
(+/- 0.1 Volts)
Trial #
Trial #
Trial #
Trial #
Trial #
Trial #
1
.2
.2
.2
.2
.2
.2
1.25
.25
.25
.25
.25
.25
.25
1.5
.3
.3
.3
.3
.3
.3
2
.4
.4
.4
.4
.4
.4
3.5
.75
.75
.75
.75
.75
.75

Current (+/-  0.3 Amperes)
Voltsge
(+/- 0.1 Volts)
Trial #
Trial #
Trial #
Trial #
Trial #
Average
0.25
.25
.25
.25
.25
.25
.25
0.5
.3
.3
.3
.3
.3
.3
1.0
.35
.35
.35
.35
.35
.35
2.0
.5
.5
.5
.5
.5
.5
3.0
.65
.65
.65
.65
.65
.65

Current Running Through Light bulb



Current Running through Resistor

The measurement uncertainty for the voltage was set at 0.1 Volts due to the difficulties achieving the exact amount of voltage desired using the variable resistor. The measurement uncertainty is set at 0.3 Amperes because the ammeter is marked to the closest 0.5 (Amp .) Therefore the data is rounded to the nearest 0.5 Ampere. 0.5 Amperes divided by two is 0.25 Amperes, then rounded to the closest significant figure the uncertainty is 0.3 Amperes.

  




The line on both graphs fit through all of the error bars, so both graphs are linear functions.The equation for the first graph (through the light bulb) is:
 Current= 0.1433 (Amps/Volts)  x Volts + 0.2166

The min/max lines on the second graph fall around zero, so it can be assumed that the y-intercept is zero. The equation for the line of the second graph (through the resistor) is:

Current= 0.2209 (Amps/Volts) x Volts 

Wednesday, April 10, 2013

DCP light lab


Number of light units in a16 cm²  box. (+/-2  light units)



Distance of card from light source (+/- 1 cm)
Trial #1
Trial #2
Trial #3
Trial #4
Trial #5
Trial #6
Average
Statistical
Uncertainty
(+/- Light units)
5 cm
81
100
81
90
74
70
83
15
10 cm
25
39
36
36
36
36
35
7
15 cm
22
25
23
21
22
22
23
2
20 cm
11
16
14
13
13
15
14
2.5
25 cm
9
12
10
11
12
11
11
1.5

In order to count the light units within the square, the length and width were counted. Due to the light units partially in the square, the length and width were both estimated to the nearest whole unit. Therefore, the measurement uncertainty is 2 light units. The statistical uncertainty was calculated for each trial by finding the difference in the range data points and dividing that values by two.  For example, in the first IV level the following calculations were used: (100-70)/2= 15. There was a 1 cm measurement uncertainty in the distance because the smallest unit marked on the ruler was one centimeter. Additionally, there is human error in marking out the distances and placing the card precisely on the marked distances each time.
Graph: Raw data
Graph: Raw Data
With the line of best fit put onto the graph, it is shown that the data is not linearly related (the line does not fit through the error bars) The Data appears to be an inverse relationship. 


I tried to linearize this function (in many different relationships) and the best fit seemed to be inverse. However, it still did not quite fit. I think I need to reevaluate my uncertainty. 






Never mind, I figured out how to linearize it :)

N













Monday, April 8, 2013

Post topic 2 check in

1. I feel good about free body diagrams and I do not really understand order of magnitude.
2. I feel good about momentum and impulse but I don't really understand power or efficiency.
3. Yes, I think that the little reddish/ orangey book and the remediation on your website are good study tools.
4. I think my diagrams and my procedures are very good. I think that I need to work on the uncertainty in my data tables & better organizing my ia (formatting.)
5. yes, I was not sure how it should look. Now I have a clear example of what I should do.
6. It's helpful to use the blog to get your feed back. However, I'm no sure the reflection posts are really that helpful for learning. (But it also doesn't hurt, so if it helps you then I guess it's a good thing)

Friday, March 1, 2013

Test reflection: Unit 6 & 7


1. Which objectives from the past two units do you feel the most confident about?  Why?

The vocabulary objectives, because I started using the quizzlets to study

2. Which objectives do you still think you may need to learn more about?  How do you plan to do this?

Objective 2, because I always make little mistakes in the problem solving. I should do more practice problems.

3. Have you remediated and reassessed any objectives yet this year?  If so, do you feel like you learned more from remediating?  What do you feel could improve the remediation/reassessment process?

Yes, remediating helps because it forces me to go back and learn the stuff I did not know for the test, rather than just moving on, never actually learning the material,  and having a bad grade. 

4. If you haven't reassessed but you've scored below a 3 on an objective, why did you choose not to?  What would make you more likely to try to meet the standards in the future? 
 
Sometimes it is hard for me to find time to remediate, because I take a morning class (so I cant go before school,) and after school I often have games/ practice, have to pick up my little sister/  neighbors, ect. So i need to plan my generals Periods better. 
 
5. Did you use the Unit Sheet to study?  Was it helpful?

No, I generally use the remediation on your website. 
 

Friday, February 1, 2013

Circular Motion Lab


Raw & Processed Data. 

Radius (m) v. Average Speed  (m/s)


The relationship between age rage speed and radius is quadratic. 

Linearized data:  Radius v. Average speed ^2 & min/max slope lines