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9780070109100, Chapter 3 3, Problem 2E

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Perguntas dessa disciplina

Problema 44: Determine o valor de \( \int e^{3x} \cos(2e^{3x}) \, dx \). A) \( \frac{1}{3} e^{3x} \sin(2e^{3x}) + C \) B) \( e^{3x} \sin(2e^{3x}) ...

Problema: Encontre o valor de \( \frac{d^2}{dx^2}(e^{3x}\sin(2e^{3x})) \). A) \( 9e^{3x}\sin(2e^{3x}) + 12e^{6x}\cos(2e^{3x}) \) B) \( 6e^{3x}\cos...

Problema 6: Determine a integral \(\int e^{3x} \cos(2e^{3x}) \, dx\). A) \(\frac{1}{3} e^{3x} \sin(2e^{3x}) + C\) B) \(\frac{1}{2} e^{3x} \sin(2e^...

Problema 39: Calcule a integral \(\int e^{3x} \sin(2e^{3x}) \, dx\). A) \frac{1}{13} e^{3x} \sin(2e^{3x}) + C B) \frac{1}{7} e^{3x} \sin(2e^{3x}) ...

85. **Problema 85**: Calcule a integral \(\int e^{3x} \sin(2e^{3x}) \, dx\). a) \frac{1}{3} e^{3x} \sin(2e^{3x}) + C b) \frac{1}{3} e^{3x} \cos(2e...

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9780070109100, Chapter 19 3, Problem 2E
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9780070109100, Chapter 13 1, Problem 2E
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9780070109100, Chapter 13 1, Problem 2E

9780070109100, Chapter 14 4, Problem 2E
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9780070109100, Chapter 14 4, Problem 2E

9780070109100, Chapter 12 3, Problem 3E
1 pág.

9780070109100, Chapter 12 3, Problem 3E

Perguntas dessa disciplina

Problema 44: Determine o valor de \( \int e^{3x} \cos(2e^{3x}) \, dx \). A) \( \frac{1}{3} e^{3x} \sin(2e^{3x}) + C \) B) \( e^{3x} \sin(2e^{3x}) ...

Problema: Encontre o valor de \( \frac{d^2}{dx^2}(e^{3x}\sin(2e^{3x})) \). A) \( 9e^{3x}\sin(2e^{3x}) + 12e^{6x}\cos(2e^{3x}) \) B) \( 6e^{3x}\cos...

Problema 6: Determine a integral \(\int e^{3x} \cos(2e^{3x}) \, dx\). A) \(\frac{1}{3} e^{3x} \sin(2e^{3x}) + C\) B) \(\frac{1}{2} e^{3x} \sin(2e^...

Problema 39: Calcule a integral \(\int e^{3x} \sin(2e^{3x}) \, dx\). A) \frac{1}{13} e^{3x} \sin(2e^{3x}) + C B) \frac{1}{7} e^{3x} \sin(2e^{3x}) ...

85. **Problema 85**: Calcule a integral \(\int e^{3x} \sin(2e^{3x}) \, dx\). a) \frac{1}{3} e^{3x} \sin(2e^{3x}) + C b) \frac{1}{3} e^{3x} \cos(2e...

Prévia do material em texto

Chapter 3.3, Problem 2E Step-by-step solution Step 1 of 6 There are two functions given in the question: a) b) Step 2 of 6 The formula to solve a quadratic equation is: Step 3 of 6 Step 4 of 6 a) Now solve for part a 2x1 = 2 = 2 = 8+2 2 = 8-2 = Step 5 of 6 Thus, the two factors are and Step 6 of 6 b) Now solve for part b 2x2 = 4 = 4 = 4 = 4+12 4 = 4-12 4 Thus, the two factors are and

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