please solve ALL questions 1. 2. 3. 4. 5. 6. show work please 1. Use the Trapezoid rule to approximate: J,1 dx; n = 8 2. Use the Midpoint rule to approximate: 2cos(x) + 5dx; n = 4 3. Use Simpson's...

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please solve ALL questions<br>1.<br>2.<br>3.<br>4.<br>5.<br>6.<br>show work please<br>1. Use the Trapezoid rule to approximate: J,1<br>dx; n = 8<br>2. Use the Midpoint rule to approximate: 2cos(x) + 5dx; n = 4<br>3. Use Simpson's rule to approximate: In(1 + e2)dx; n = 10<br>10<br>%3D<br>4. Determine if the interval converges. If it converges, evaluate it:<br>2x+1<br>5. Determine if the interval converges. If it converges, evaluate it: 3'dx<br>6. Determine if the interval converges. If it converges, evaluate it:<br>dx<br>1-4x-5<br>

Extracted text: please solve ALL questions 1. 2. 3. 4. 5. 6. show work please 1. Use the Trapezoid rule to approximate: J,1 dx; n = 8 2. Use the Midpoint rule to approximate: 2cos(x) + 5dx; n = 4 3. Use Simpson's rule to approximate: In(1 + e2)dx; n = 10 10 %3D 4. Determine if the interval converges. If it converges, evaluate it: 2x+1 5. Determine if the interval converges. If it converges, evaluate it: 3'dx 6. Determine if the interval converges. If it converges, evaluate it: dx 1-4x-5

Jun 05, 2022

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please solve ALL questions 1. 2. 3. 4. 5. 6. show work please 1. Use the Trapezoid rule to approximate: J,1 dx; n = 8 2. Use the Midpoint rule to approximate: 2cos(x) + 5dx; n = 4 3. Use Simpson's...

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