The first step in this regard is to 'correctly' identify the formula :
1. Scan the question to see what physical quantity is to be calculated. Is it some length? Or some force?
2. Identify the specifics of the unknown. For example, is it the length between A & B? Is it the force by P?
3. Now think of a formula that relates this quantity with the quantities known in the question. It could be that the quantity you are required to calculate is not given by any single formula directly. In that case, you may have to apply more than one formula to reach the result.
4. This one's a crucial step. Try to recall the precise condition for which the formula has been designed. Here are a few things that might be specified:
- Be careful about the symbols used in an equation. Sometimes a symbol used in the equation may refer to a physical quantity that is different from what the symbol usually represents.
- Often, the lowercase and uppercase of the same letter or symbol may represent different physical quantities. Be sure to correctly recollect the name, representation and the case of the symbols used in the equation.
- Values of the constants used in the equation may be universal or may be specified for some particular conditions. The values of most universal constants are given in the question or paper itself.
- A formula is generally meant for a particular condition imposed on some of the variables that may or may not be present in the equation. In fact, the question may state certain values or conditions only to justify the formula to be used.
- Some assumptions may have been taken during the derivation of the formula which, if violated in the condition described in the question, makes the formula inapplicable.