P. Cynthia Nyalala

SMA 436 ONLINE1

P. Cynthia Nyalala

SMA 436 ONLINE

P. Cynthia Nyalala

Systems of Differential Equations 5

P. Cynthia Nyalala

Systems of Differential Equations 4

P. Cynthia Nyalala

Systems of Differential Equations 3

P. Cynthia Nyalala

Systems of Differential Equations 2

P. Cynthia Nyalala

Systems of Differential Equations 1

P. Cynthia Nyalala

Systems of Differential Equations

P. Cynthia Nyalala

CAT 3 PART 3

P. Cynthia Nyalala

MAKE UP CLASS PART 3

P. Cynthia Nyalala

MAKE UP CLASS PART TWO

P. Cynthia Nyalala

MAKE UP CLASS PART 1

P. Cynthia Nyalala

CAT 3 PART 2

P. Cynthia Nyalala

CAT 3 PART 1

P. Cynthia Nyalala

CAT 2

P. Cynthia Nyalala

Double Integrals given a circular region.

P. Cynthia Nyalala

Solution of a hyperbolic equation where one is squared.

P. Cynthia Nyalala

Partial Differentiation of a logarithimic function .

P. Cynthia Nyalala

Given A continuous random variable of a p.d.f . Determine the constant, mean and standard deviation.

P. Cynthia Nyalala

Solution of a first order differential equation ( Exact Equation)

P. Cynthia Nyalala

Solution of a first Order differential equation ( Linear Equation )

P. Cynthia Nyalala

Solving a second order differential Equation using the undetermined co-efficient method

P. Cynthia Nyalala

Double integrals given R (Region of Integration)

P. Cynthia Nyalala

Double Integral

P. Cynthia Nyalala

Double Integral Example

P. Cynthia Nyalala

y = ln ((1+x^2) (1-x^2)). Determine dydx

P. Cynthia Nyalala

y = ln ((cosx - sinx) (cosx + sinx)). Show that dydx = -2sec2x

P. Cynthia Nyalala

u = x^3 + y^3 . Find dudx given that x^2 + y^2 = 4.

P. Cynthia Nyalala

y = x(x+4). Differentiate from the 1st principle

P. Cynthia Nyalala

Differentiate y = sin (x-3 x+2)

P. Cynthia Nyalala