9. To solve one of these differential equation means to find a function P(t) that makes...

 

 

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9. To solve one of these differential equation means to find a function P(t) that makes this equation true. We will learn how to solve some differential equations, but for today we will work on verifying solutions. For example, consider the function P(t) = L - 10e-kt. dP Demonstrate that this function is not a solution to = kP. dt 10. Demonstrate that P(t) = L - 10e-kt is a solution to L are constants, t and P are variables. dP dt =k(LP). Remember that k and = 9. To solve one of these differential equation means to find a function P(t) that makes this equation true. We will learn how to solve some differential equations, but for today we will work on verifying solutions. For example, consider the function P(t) = L - 10e-kt. dP Demonstrate that this function is not a solution to = kP. dt 10. Demonstrate that P(t) = L - 10e-kt is a solution to L are constants, t and P are variables. dP dt =k(LP). Remember that k and =