THIS WEEK:
Mon- TRIBE DAY#3; Must have at least 1/2 the Take Home Test done.
NTA: Make sure you tell them about page 12 of HUW
————————————-
Tues- RED DAY for THT3 NO ROCKETRY MEETING
————————————-
Wed- WRAP UP DAY FOR PACKET 3; Slide show; JM
NTA: Show them the Derivatives involving circles
—————————————
Thur – 461 points in one day!! 200pt TEST 3; Turn in 100pt Packet 3 (with attached 125pt graded THT and 36pt Division Time sheet); Turn in 100pt Notebook
—————————————–
Fri- Halloween; Not sure yet what we will do this day.
LAST WEEK :
Mon- Discussed Week ahead; Slide show; JM; HO 3.7 (Girl in Jeep) Worked on GIJ scenarios.
Tues- ROCKETRY MEETING #3; Worked on a really complicated GIJ scenario; Began discussing the beginning of Calculus. ACT Math Study Session: 6:30 – 8:30PM
Wed- I was gone. The classes worked on the Dragster sheet. HO side 1 and 2 of Take Home Test #3; ACT Science Reasoning Study Session: 6:30 -8:30PM
Thur- GUEST SPEAKER: PETROLEUM GEOLOGY MEETING #2 (& PIZZA!); Girl in the Jeep due by 4:30PM; Discussed derivatives and power rule and worked on the problems on 3.8 (Derivatives); HO 3.9 assign homework; MOVIE NIGHT!! (Moon)
Fri- Wrapped wrap up 3.9; HO THT#3 (sides 3&4); HO 3.10
- Breaking the sound barrier
- U.S. Navy Ensign John Gay captured one of the best images ever taken of a sonic boom (the breaking of the sound barrier) in 1999. He snapped a photo of an F/A-18 Hornet on a humid day from the weather deck of the USS Constellation in the Pacific Ocean (see image). Because aircraft wings generate both low-pressure regions (because of lift) and amplified low-pressure disturbances, large low-pressure regions exist near the aircraft, especially under sonic flight conditions. The lowered pressure condenses the water in the air, creating a vapor cloud. As the jet produces these pressure waves and propagates ahead of them, the regions of lower pressure are usually strongest behind the nose of the jet, on the wings and body. As the aircraft continues to speed up, the vapor cloud will appear farther toward the rear of the aircraft. Then, just as the aircraft bursts through the sound barrier, the air is locally disturbed by the resulting shock wave and the condensation/vapor cloud disappears. Ensign Gay snapped his photo at the moment he heard the boom, just before the cloud vanished. Thus, it literally appears as if the F-18 is pushing through the sound barrier at the instant the photo was taken.
- Rosetta took this pic of the comet it will be landing on in November.
- Education is the greatest weapon against ISIS.
- . . .
- 3.6
- 3.6.6
- 3.6.11
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- Girl in the Jeep
- ROCKETRY (Meeting #3)
- ROCKETRY (Meeting #3)
- ROCKETRY (Meeting #3)
- ROCKETRY (Meeting #3)
- ROCKETRY (Meeting #3)
- ROCKETRY (Meeting #3)
- The beginning of the derivative A practical example of the forming of the Power Rule.
- . . .
- Power Rule
- ∆ vs. “lil d”
- In order to understand derivatives, you have to realize that there is no practical difference between 3.000000000000000 seconds and 3.000000000000001 seconds.
- we call this the limit as ∆t –> 0.
- . . .
- . . .
- . . .
- . . .
- . . .
- . . .
- . . .
- Using the power rule to go from position as a function of time to velocity as a function of time.
- a quartet quickly determined using the power rule.
- Newton vs. Leibniz
- . . .
- Our Book of the Week
- . . .
- This is Newton’s Crest (designed by Newton himself). Says a lot about the man.
- trumped up charges.
- Leibniz also invented the first calculator.
- Leibniz notation superior, but Newton’s notation is a good shortcut when dealing with kinematics. His notation does not work with other aspects of Physics.
- Leibniz vs. Newton’s notations for 1st, 2nd, third derivatives.
- . . .
- . . .
- . . .
- . . .
- . .
- Michael Roman discussing Petroleum Geology at the second PG meeting.
- From the PG presentation: The importance of pore spacing in source rocks.
- A Quintet down to the snap. Power rule means no more Stegosaurus tails
- . . .
- The Movie Night crowd watch Moon.
- A Friday morning proposal at Faculty meeting.
- 3.9
- 3.9
- 3.9.2
- 3.9.2
- 3.9.2
- 3.9.2
- 3.9.3f
- 3.9.3
- 3.9.3
- 3.9.3
- 3.9.3e
- 3.9.4d
- 3.9.4
- 3.9.4
- 3.9.4e
- 3.9.4e
- 3.9.4d Correction
- 3.9.4
- When you go to the board
- 3.10.6
- 3.10.6 requires Orange Quadratic Formula.
- 3.10.6
- Gene Roddenberry
- Sung Yoon gave the girl two quarters so she could buy something from the Cantina. The next day she gives him change. . . 50 pennies! (at least they were rolled up).
- 3.6 key is posted on Askey’s Physics Forum. Join us for this and more goodies. Plus answers to your questions.
- Page #12 on Derivatives
- NOT ON TEST 3 — We will discuss this Wednesday (10/29) if we have time
- NOT ON TEST 3 — We will discuss this Wednesday (10/29) if we have time
- NOT ON TEST 3 — We will discuss this Wednesday (10/29) if we have time
- NOT ON TEST 3 — We will discuss this Wednesday (10/29) if we have time
- NOT ON TEST 3 — We will discuss this Wednesday (10/29) if we have timeNow here’s where things get funky. Let’s unroll those rings and line them up. What happens? We get a bunch of lines, making a jagged triangle. But if we take thinner rings, that triangle becomes less jagged. Taking small segments for more accuracy is general tenet of calculus. One side has the smallest ring (0) and the other side has the largest ring (2πr ). We have rings going from radius 0 to up to “r”. For each possible radius (0 to r), we just place the unrolled ring at that location. The total area of the “ring triangle” = 1 2base x height = 1/2 r (2πr ) = π r^2, which is the formula for area! Yowza! The combined area of the rings = the area of the triangle = area of circle! This was a quick example, but did you catch the key idea? We took a disc, split it up, and put the segments together in a different way. Calculus showed us that a disc and ring are intimately related: a disc is really just a bunch of rings. This is a recurring theme in calculus: Big things are made from little things . . . and sometimes the little things are easier to work with.
- NOT ON TEST 3 — We will discuss this Wednesday (10/29) if we have time
- NOT ON TEST 3 — We will discuss this Wednesday (10/29) if we have time
- NOT ON TEST 3 — We will discuss this Wednesday (10/29) if we have time
- NOT ON TEST 3 — We will discuss this Wednesday (10/29) if we have time