This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.
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You're on a roll — here are the solutions to the questions: 1.2.1. Determine the number of days for which this weather prediction table is valid. The table provides predictions for Monday (04/19) through Sunday (04/25). Step 1: Count the number of days listed in the table. The days are Monday, Tuesday, Wednesday, Thursday, Friday, Saturday, Sunday. There are 7 days. The table is valid for 7 days. 7 days 1.2.2. Write down the percentage and the day on which it is equally likely for precipitation to occur. Step 1: Identify the percentage for "Equally likely" on the probability scale. "Equally likely" corresponds to a 50% chance. Step 2: Find the day in the "POP" (Probability of Precipitation) row that has a 50% chance. Saturday has a POP of 50%. The percentage is 50% and the day is Saturday. 50%, Saturday 1.2.3. Name the day on which the predicted temperature is 6 ^ higher than what it actually feels like. Step 1: Calculate the difference between "Predicted" and "Feels like" temperatures for each day. • Monday: 16 ^ - 13 ^ = 3 ^ • Tuesday: 7 ^ - 4 ^ = 3 ^ • Wednesday: 1 ^ - (-1 ^) = 2 ^ • Thursday: 0 ^ - 0 ^ = 0 ^ • Friday: 12 ^ - 11 ^ = 1 ^ • Saturday: 13 ^ - 12 ^ = 1 ^ • Sunday: 9 ^ - 3 ^ = 6 ^ Step 2: Identify the day with a difference of 6 ^. The day is Sunday. Sunday 1.2.4. The actual rainfall for Monday, Thursday and Sunday was 1,3 mm, 1,4 mm and 18 mm respectively. Calculate, in mm, the total rainfall for these days. Step 1: Sum the given rainfall amounts. Total rainfall = 1.3 mm + 1.4 mm + 18 mm Total rainfall = 2.7 mm + 18 mm Total rainfall = 20.7 mm The total rainfall for these days is 20.7 mm. 20.7 mm 1.2.5. It started to snow at 14:53 on Wednesday. Write down this time in words. Step 1: Convert the 24-hour time to 12-hour format. 14:53 is 2:53 PM. Step 2: Write the time in words. The time in words is fifty-three minutes past two in the afternoon. fifty-three minutes past two in the afternoon Drop the next question. 📸