solve for the following problems

Solve the following initial-value problems starting from y(t=0)=1 and y(t=0)=-1 . Draw both solutions on the same graph

Combining two or more parts to make a whole is called the aggregation structure of addition. One quantity is increased by some amount is called an augmentation structure

We will adapt our Problem Solving Strategy for Geometry Applications. The next example will show how you can use the Problem Solving Strategy for Geometry Applications to answer questions about supplementary and complementary angles

There is no solution that satisfies y(0) = 1; the initial value problem y0 = y x,y(0) = 1 does not have a solution. the questions of existence and uniqueness o

On solving optimal control problems by indirect and path following methods. Read the brief description. Summary of HamPath possibilities