User:Deenoe/activework

Current Work

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Black routes (regular)
These routes usually run all day long. Routes are effective since September 3rd, 2006.

Red routes (peak)
Runs on peak periods only. Requires the regular fare. Routes are effective since September 3rd, 2006

Green routes (express & rural express)
Run on Peak Periods only, and requires premium fare. Routes are effective since September 3rd, 2006

School routes
Routes are effective since September 3rd, 2006

Early morning routes
Those routes run before 6am ONLY Routes are effective since September 3rd, 2006

Rural partner routes (not operated by OC)
Routes are effective since September 3rd, 2006

Scotiabank Connexion special routes
Scotiabank Connexion 401-406 routes operates on all Ottawa Senators Games and on events or concerts of medium to large attendance (6,000 to 10,000+ attendance).

On small events or concerts (less than 6,000 attendance), the only Connexion 400 route that is operational is Route 404 from the Eagleson Park & Ride and Terry Fox Station.

O-Train
The O-Train runs 7 days a week from about 6:30AM to midnight.

Dr. Chopra
Dr. Chopra was a microbiologist and Drug evaluator in the Bureau of Veterinary Drugs at Health Canada. In 1998 and 1999, Dr. Chopra along with two co-workers : Drs. Haydon and Lambert, testified to the Senate Standing Committee on Agriculture and Forestry that they have been pressured by Senior supervisors to approve multiple drugs of questionable safety, one being the Bovine Growth Hormone (rBST).

In June 2004, Drs. Chopra, Haydon and Lambert were fired from Health Canada.

Formulas
$$y\ =\ a(x-h)^2+k$$ $$x=\frac{-b\pm\sqrt{b^2-4ac}}{2a}$$ $$(a+b)^2\ =\ a^2+2ab+b^2$$ $$(a-b)^2\ =\ a^2-2ab+b^2$$ $$(a+b)(a-b)\ =\ a^2-b^2$$

Analytic Geometry
Pente-point $$Vm=\frac{d_f-d_i}{t_f-t_i}$$ Milieu d'un point $$M=(\frac{x_2+x_1}{2},\frac{y_2+y_1}{2})$$ Distance entre deux points $$d=\sqrt{(x_2-x_1)^2+(y_2-y_1)^2}$$ Équation d'un cercle centré à (0,0) $$r^2\ =\ x^2+y^2$$

$$V=\frac{\triangle d}{\triangle t}$$

$$a = \Pi r^2$$

$$p =\ 129362 $$

Trigonométrie
$$\tan(x)\ =\frac{o}{a}$$ $$\sin(x)\ =\frac{o}{h}$$ $$\cos(x)\ =\frac{a}{h}$$

POUR KARIANE
$$x=\frac{-360\pm\sqrt{360^2-4(4)(-8000)}}{2(4)}$$ $$x=\frac{-360\pm\sqrt{129600+128000}}{8}$$ $$x=\frac{-360\pm\sqrt{257600}}{8}$$ $$x=\frac{-360\pm\ 507,5}{8}$$