Sol which of the following equation by trial and error method. X+6=12
To solve the equation X + 6 = 12 by trial and error method, follow these steps:
1. Start by assuming a value for X. You can start with any value, but it is often convenient to start with X = 0.
2. Substitute the assumed value of X into the equation.
Using X = 0, substitute it into the equation: 0 + 6 = 12.
3. Evaluate the equation using the assumed value.
The equation becomes 6 = 12, which is not true.
4. If the equation is not true, adjust the assumed value of X and repeat steps 2 and 3.
Try a different value for X, such as X = 1: 1 + 6 = 12.
5. Evaluate the equation using the new assumed value.
The equation becomes 7 = 12, which is still not true.
6. Continue adjusting the assumed value of X and evaluating the equation until you find a value that satisfies the equation.
Try another value, such as X = 6: 6 + 6 = 12.
7. Evaluate the equation using the new assumed value.
The equation becomes 12 = 12, which is true.
8. Once you have found a value that satisfies the equation, you have found the solution.
In this case, X = 6 is the solution to the equation X + 6 = 12.
Note: The trial and error method can be time-consuming, especially for more complex equations. It is generally more efficient to use algebraic methods like solving for X algebraically or employing other problem-solving techniques.