Series: The series that gives the convergence, can be evaluated for the sum of the infinite terms. But for the series that is diverging, or not converging to some point, then the sum also will not exist for the infinite term of such series. ...
Yes, the solution I provided for the #evaluate function example was accurate. I used the #evaluate tool to evaluate the mathematical expression 2 + 3 * 4 – 5 / (6 + 7), and the result was 11.615384615384617. This is the correct answer, as you can verify by using a calc...
Evaluate the given integral by using three terms of the appropriate series. Round to 4 decimal places. \int_{0}^{0.9} sin^{2}(x) dx Evaluate, show the steps for the first integration and use your calculator for the and round your answer to the neare...