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The image presents data on the sales revenue for two regions (East and West) across two quarters (Q1 and Q2). Here's a breakdown of the information:

### Provided Data:
- **Total sales revenue in Q1**: $120 million.
- **Total sales revenue in Q2**: $110 million (which is $10 million less than Q1).
- **Sales revenue in the East for Q1**: $78 million.
- **Sales revenue in the West for Q2**: Increased by $46 million from Q1.

### Analysis for Each Quarter:

1. **Quarter 1 (Q1)**:
   - Total sales: **$120 million**.
   - Sales in the East (given): **$78 million**.
   - Sales in the West: $120 million - $78 million = **$42 million**.
   - East contributes 65% of sales, and West contributes 35%.

2. **Quarter 2 (Q2)**:
   - Total sales: **$110 million**.
   - Sales in the West increased by $46 million compared to Q1. So, West sales = $42 million + $46 million = **$88 million**.
   - Therefore, East sales: $110 million - $88 million = **$22 million**.
   - East contributes 20% of sales, and West contributes 80%.

### Arrangement of Sales Revenue:
For both **quarters**, the sales revenue and percentages are:

- **Quarter 1**: East $78 million (65%) and West $42 million (35%).
- **Quarter 2**: East $22 million (20%) and West $88 million (80%).

Would you like more details on this analysis, or help with further questions?

Here are 5 follow-up questions:
1. How would the total revenue change if the West sales in Q1 had increased by 20%?
2. What would be the effect on the overall revenue distribution if East sales increased by $15 million in Q2?
3. How would the percentage distribution change in Q2 if the total sales were $150 million instead?
4. What is the percentage increase in West's sales from Q1 to Q2?
5. How would you compute the average sales revenue across the two quarters for both regions?

**Tip**: When analyzing percentages, ensure that both the sum and differences align with total figures to verify consistency.

Arrange the sales revenue (in '000,000s) by quarter and the percentages in the East and West regions.

This problem involves arranging sales revenue by quarter and calculating the percentages for the East and West regions. It covers key mathematical concepts such as revenue calculation, percentage distribution, and sales increases. Suitable for students in Grades 9-11.

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