1. Problem 1: A businesswoman paid 800000 for ten goats. She sold six goats at 110000 each. Calculate the price to sell each of the remaining goats to make a 25% profit. 2. Calculate total cost price: $$800000$$. 3. Calculate total selling price for six goats: $$6 \times 110000 = 660000$$. 4. Calculate desired total selling price for 25% profit: $$800000 \times 1.25 = 1000000$$. 5. Calculate remaining amount to be earned from four goats: $$1000000 - 660000 = 340000$$. 6. Calculate price per remaining goat: $$\frac{340000}{4} = 85000$$. 7. Problem 2: A motorist travels from town M to K at 75 km/h for 2 hours, stops 1 hour, then travels to L for 3 hours. Average speed for whole journey is 55 km/h. Find distance from K to L. 8. Calculate distance from M to K: $$75 \times 2 = 150 \text{ km}$$. 9. Total time including stop: $$2 + 1 + 3 = 6 \text{ hours}$$. 10. Calculate total distance using average speed: $$55 \times 6 = 330 \text{ km}$$. 11. Calculate distance from K to L: $$330 - 150 = 180 \text{ km}$$. Final answers: - Price per remaining goat: 85000 - Distance from K to L: 180 km