Class Notes at University of Guelph (U OF G)

Page 225 (what you will need for the final exam: for the function of f(x) = 2x3 2x3 12x. Find critical points but need to find the critical numbers fir

Phys1070: intro physics for life sci - lecture 28: electric forces. Coulomb"s law = |-->f| (vector f) = k|q1q1| / kr2. The charges q1 and q2 are measur

By definition the derivative of a function (f) is defined as the following: So if (f)z = sin(z) then dzsin(z) = limsin(x-h) sin(z) / h. E sum = 6e -0.

Page 251: finding the reverse of the derivative by giving the function and finding the original, f"(x) = f(x) Fx (x2 + 2) = 2x + 0. * it does not matte

Phys1070: intro physics for life sci - lecture 3: standing waves. When its reflected at a barrier, the returning wave is out of phase by pi radians. If

Phys1070: intro physics for life sci - lecture 15: world of quantum mechanics. Many biological molecules are important because of their ability to conv

20/21 you can take the extra and call it a bonus : memorize all derivative equations. If you do poorly (lower on this test, than on the final) your gra

Chem 1040 lecture 26 buffer titrations. Titrations: a volumetric analysis where a known solution is used to find the concentration of an unknown soluti

Dex2sin(x3) /dx = f = e(x2) = eu , g = sin(x3) = sin u (chain rule) You want to find the derivative of (f,g)" = tg" + gf" = ex2cos(x3)(3x2) + sin(x3)ex

Phys1070: intro physics for life sci - lecture 1: waves - travelling and standing. Free to move in space (moves energy not matter) Movement of oscillat

*note: this lecture was cut short due to a first aid emergency. i have spoken to annie already about the circumstances, so the note will be shorter tha