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What is the solution of the equation dy/dx = 4y + 2? (2021)
What is the solution of the equation dy/dx = 4y + 2? (2021)
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What is the solution of the equation dy/dx = 4y + 2? (2021)
y = Ce^(4x) - 1/2
y = Ce^(-4x) + 1/2
y = 2e^(4x) + C
y = 4e^(4x) + C
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Using an integrating factor, the solution is y = Ce^(4x) - 1/2.
Questions & Step-by-step Solutions
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Q: What is the solution of the equation dy/dx = 4y + 2? (2021)
Solution:
Using an integrating factor, the solution is y = Ce^(4x) - 1/2.
Steps: 0
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