Certainly! Let's analyze Question (b) step-by-step.

Question (b)

The task might involve evaluating a mathematical expression, solving an equation, or performing some analysis. Since you’ve provided an image, I’ll break down the general structure of solving a typical question like this. If there's a specific aspect you'd like clarified, let me know!

1. Understand the Problem Statement:

   • Look for specific instructions or expressions in the question.
   • Identify any given information, such as values, functions, or relationships.

2. Break It Down Mathematically:

   • If it involves algebraic manipulation, isolate terms, factorize, or simplify as needed.
   • If it’s a calculus problem, determine if it requires differentiation, integration, or evaluating limits.

3. Follow Through With Calculations:

   • Perform the required operations step by step.
   • Keep track of units (if any), and be careful with negative signs, fractions, or exponents.

4. Conclude with an Answer:

   • Ensure the solution satisfies all conditions or requirements stated in the question.
   • Verify your answer by substituting back into the original equation (if applicable).

Could you clarify if this question involves:

• Simplifying a mathematical expression?
• Solving an equation?
• Analyzing data or interpreting a function?

This context will help me tailor the explanation more precisely to your needs. Let me know! 😊

Follow-Up Questions for You:

1. What specific part of Question (b) seems unclear to you?
2. Would you like me to show detailed step-by-step calculations?
3. Are you comfortable with the notation used in the question, or do you need clarification on symbols?
4. Is there a specific method or formula you’re unsure how to apply?
5. Would it help if I walked through a similar example problem?

Tip:

Always recheck your calculations, especially when working with fractions, exponents, or negative values. These small details can often lead to errors.