1. The problem asks to predict the numbers for 21-10-2025 for several places based on previous data for October 2025. 2. We have data for each location from 01-10-2025 to 20-10-2025. 3. To predict for 21-10, one simple approach is to calculate the average of the previous numbers for each place. 4. Let's calculate the average for each location from 01-10 to 20-10: - Char Minar: Average of [41,96,87,62,55,25,45,85,73,22,88,75,24,92,50,60,55,4,75] ignoring ## values (assumed missing at 01-10 and 02-10). That’s $$\frac{41+96+87+62+55+25+45+85+73+22+88+75+24+92+50+60+55+4+75}{19} = \frac{1114}{19} \approx 58.63$$ - Disawer: Same as Char Minar values. - Faridabad: Average of [54,63,31,26,43,4,84,37,32,52,64,95,92,23,88,72,59,19,57,38] = $$\frac{840}{20} = 42$$ - Ghaziyabad: Average of [59,58,42,8,39,85,52,20,86,8,56,54,96,98,90,98,4,36,91,81]= $$\frac{1067}{20} = 53.35$$ - Gali: Average of [56,70,39,6,79,94,72,7,8,67,5,32,26,32,66,83,61,12,49,45] = $$\frac{821}{20} = 41.05$$ - Peshawer: Average of [15,24,79,32,35,38,46,25,40,91,75,38,60,51,63,19,80,35,4,96] = $$\frac{866}{20} = 43.3$$ 5. So, predicted numbers for 21-10-2025 are approximately: - Char Minar: 59 - Disawer: 59 - Faridabad: 42 - Ghaziyabad: 53 - Gali: 41 - Peshawer: 43 6. This is a simple average prediction; more complex statistical techniques can be applied for better accuracy. Final Answer: - Char Minar: 59 - Disawer: 59 - Faridabad: 42 - Ghaziyabad: 53 - Gali: 41 - Peshawer: 43