Situation 2: Find the length of the arc of the parabola y^2 = 4x from the...

Transcribed Image Text:

Situation 2: Find the length of the arc of the parabola y^2 = 4x from the vertex to a point where x = 4. 5. Using Simpson's 1/3 rule. Number of steps (d) = 10. 6. Using Trapezoidal rule. Number of steps (d) = 10. 7. Compute for the relative error for Simpson's 1/3 rule 8. Compute for the relative error for Trapezoidal rule Situation 3: Find the area enclosed by the graph of the curve x^2+8y^2+16= 0, the x-axis, the y-axis, and the line x-4=0. 9. Using Simpson's 1/3 rule. Number of steps (d) = 10. 10. Using Trapezoidal rule. Number of steps (d) = 10. 11. Compute for the relative error for Simpson's 1/3 rule 12. Compute for the relative error for Trapezoidal rule. Situation 2: Find the length of the arc of the parabola y^2 = 4x from the vertex to a point where x = 4. 5. Using Simpson's 1/3 rule. Number of steps (d) = 10. 6. Using Trapezoidal rule. Number of steps (d) = 10. 7. Compute for the relative error for Simpson's 1/3 rule 8. Compute for the relative error for Trapezoidal rule Situation 3: Find the area enclosed by the graph of the curve x^2+8y^2+16= 0, the x-axis, the y-axis, and the line x-4=0. 9. Using Simpson's 1/3 rule. Number of steps (d) = 10. 10. Using Trapezoidal rule. Number of steps (d) = 10. 11. Compute for the relative error for Simpson's 1/3 rule 12. Compute for the relative error for Trapezoidal rule.