It is an equation to solve kinematic equations.haruspex said:
So, am I correct or not ? This was quite an ambiguous reply..Dr Dr news said:
Quite so, but that does not seem to be what you wrote in your attachment in post #1. I do not see a 2 there.prakhargupta3301 said:
Dr Dr news said:
So, I was incorrect in believing v to be a constant! Silly me. (I pondered over this single question for an hour and didn't get any sleep last night xD)haruspex said:
The first step in solving integrals is to identify the function that needs to be integrated. This function is often denoted as f(x) or g(x). It is important to understand the function and its characteristics before proceeding to the next steps.
The limits of integration are determined by the range of values for the independent variable, which is typically denoted as x. These limits can be given in the integral expression or can be inferred from the context of the problem. It is important to correctly identify the limits of integration before proceeding with the integration process.
There are several methods for solving integrals, including substitution, integration by parts, partial fractions, and trigonometric substitution. Each method is useful for different types of functions and can be chosen based on the complexity of the integral.
To check the correctness of your solution for an integral, you can differentiate the result and see if it matches the original function that was being integrated. You can also use online tools or calculators to verify your answer.
If you get stuck while solving an integral, try going back to the first step and carefully reviewing the function and the limits of integration. You can also try using a different method or consult a textbook or online resources for help. It is important to carefully follow the steps and not make any careless mistakes.
