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What is the solution of the differential equation y' = 5y + 3?
What is the solution of the differential equation y' = 5y + 3?
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Practice Questions
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Q1
What is the solution of the differential equation y' = 5y + 3?
y = (3/5) + Ce^(5x)
y = Ce^(5x) - (3/5)
y = (3/5)e^(5x)
y = Ce^(3x) + 5
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Using the integrating factor method, we find the general solution to be y = Ce^(5x) - (3/5).
Questions & Step-by-step Solutions
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Q
Q: What is the solution of the differential equation y' = 5y + 3?
Solution:
Using the integrating factor method, we find the general solution to be y = Ce^(5x) - (3/5).
Steps: 0
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