To solve the problem, we need to determine the weight of the orange based on the given scale reading. Here's the step-by-step process:

1. Interpret the Scale: The scale shows a combined weight of the apple and the orange at 240 grams.

2. Determine the Weight of the Apple: Since the problem doesn't explicitly state it, the weight of the apple would likely be provided earlier in the problem (not shown in this image). Let's assume the weight of the apple is X grams.

3. Calculate the Orange's Weight:

   • Total weight = Weight of Apple + Weight of Orange
   • $240 = X + \text{Weight of Orange}$
   • Rearrange to find the weight of the orange: $\text{Weight of Orange} = 240 - X$

Let me know the weight of the apple, and I’ll calculate the orange's weight. If it’s part of the earlier information, you can share it or clarify!

Would you like detailed explanations or calculations for a similar scenario?

Related Questions:

1. How does the combined weight affect the calculation if both items are of different densities?
2. If the apple's weight is unknown, how can the orange's weight be estimated using additional measurements?
3. Can the scale have a margin of error, and how would it impact the result?
4. What methods could verify the individual weights if separate weighing isn’t possible?
5. How do you approach solving problems involving unknown weights algebraically?

Tip: Always double-check for hidden assumptions or missing information in weight-related problems to ensure accuracy.