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README.md

@@ -158,7 +158,7 @@ end
 
 ## Part F
 ### Problem Statement
-Using a root finding method, calculate the tension in the membrane with a given pressure of 0.001 MPa and while testing every 5 nodes from 0 to 20. Display the results in a table and show that the error in the tension is decreasing as the number of nodes is increased.
+Using a root finding method, calculate the tension in the membrane based on a given pressure of 0.001 MPa and testing every 5 nodes from 20 to 40. Display the results in a table and show that the error in the tension is decreasing as the number of nodes is increased.
 
 ### Approach
 Using the bisect method, the tension in the membrane based on the conditions given in the problem statement is found.  The relative error is found by calculating the difference between the error from the initial number of nodes to all of the subsequent node values.
@@ -215,7 +215,7 @@ Output - Based on 10 interior nodes:
 
 ![Pressure vs. Max Deflection](./figures/figure3.png)
 
-## Part H - Extra Credit 
+## Part H - Extra Credit
 ### Problem Statement
 Show that the constant A is converging as the number of interior nodes is increased and display it in a table similar to the one seen in part F.