Solutions Developed for Verification Testing
The Following Soutions are available in Java EE and C# Languages
1. Linear Equations : First Order: y' = f(x,y), where f is a given function of two variables. Initail value problem dy/dx = (3x2 + 4x + 2)/2(y-1), y(0)= -1
Solution in Java the differential equation is written as
2(y-1) dy = (3x2+4x+2) dx. Integrate the left side with respect to y and the right-hand side with respect to x gives
y2 - 2y = x**3 + 2x**2 + 2x + c
2. Homogeneous equations dy/dx = F(y/x)
3. Compound Interest of a sum of money Su is invested so that in draws interest at a rate of 4 % compounded quarterly. The value is computed algebraically
The frowth of investment as a differential equation = S'(t) = 0.4
4. Create a ListBox assign data to the fields, oop create a new type, ListBox, which encapsulates these characteristics of height, wide, location, text_color, and member methods.
1. Linear Equations : First Order: y' = f(x,y), where f is a given function of two variables. Initail value problem dy/dx = (3x2 + 4x + 2)/2(y-1), y(0)= -1
Solution in Java the differential equation is written as
2(y-1) dy = (3x2+4x+2) dx. Integrate the left side with respect to y and the right-hand side with respect to x gives
y2 - 2y = x**3 + 2x**2 + 2x + c
2. Homogeneous equations dy/dx = F(y/x)
3. Compound Interest of a sum of money Su is invested so that in draws interest at a rate of 4 % compounded quarterly. The value is computed algebraically
The frowth of investment as a differential equation = S'(t) = 0.4
4. Create a ListBox assign data to the fields, oop create a new type, ListBox, which encapsulates these characteristics of height, wide, location, text_color, and member methods.
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