5 th question, i'm getting different answer, (-51/108)..could any one throw some light on this please... Related: Worksheet Questions(Part - 3) - Linear Equations in One Variable?

Question

5 th question,  i'm getting different answer,  (-51/108)..could any one  throw some light on this please... Related:  Worksheet Questions(Part - 3) - Linear Equations in One Variable?

Answer

Answer

Answer

Question: The fifth question of the worksheet is giving a different answer of (-51/108). Can someone explain why?

Answer:
To understand why the fifth question of the worksheet is giving a different answer of (-51/108), we need to analyze the problem and the steps involved in solving it.

Problem Analysis:
Unfortunately, the specific details of the fifth question are not mentioned, so we cannot provide a direct solution to it. However, we can guide you through the general steps involved in solving linear equations in one variable, which might help you identify any mistakes you might have made.

Steps to Solve Linear Equations in One Variable:
1. Start by simplifying the equation if needed by combining like terms on both sides.
2. If there are any fractions, eliminate them by multiplying every term by the common denominator of the fractions.
3. Use the properties of equality to isolate the variable on one side of the equation.
4. Simplify both sides of the equation further if necessary.
5. Finally, solve for the variable by performing the required arithmetic operations.

Common Mistakes to Avoid:
1. Incorrectly applying the distributive property or combining like terms.
2. Making errors while multiplying or simplifying fractions.
3. Forgetting to perform the same operation on both sides of the equation.
4. Making calculation errors while solving for the variable.

Conclusion:
It is difficult to determine the exact reason for the different answer (-51/108) without knowing the specific details of the fifth question. However, by following the general steps mentioned above and avoiding common mistakes, you should be able to arrive at the correct solution. It is recommended to double-check your calculations and steps to identify any errors that might have led to the discrepancy in your answer.

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