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.
ScanSolve AI Answer
Here are the relative frequencies: The total number of trials is 250. The formula for relative frequency is: Relative Frequency = Number of successful trialsTotal number of trials a) Find the relative frequency of throwing a 4. Step 1: Identify the frequency of throwing a 4. From the table, the frequency of throwing a 4 is 42. Step 2: Calculate the relative frequency. Relative Frequency (4) = Frequency of 4Total number of trials = (42)/(250) Step 3: Simplify the fraction. (42)/(250) = (42 ÷ 2)/(250 ÷ 2) = (21)/(125) The relative frequency of throwing a 4 is (21)/(125). b) Find the relative frequency of throwing an even number. Step 1: Identify the frequencies of even numbers. The even numbers on a die are 2, 4, and 6. Frequency of 2 = 43 Frequency of 4 = 42 Frequency of 6 = 42 Step 2: Calculate the total frequency of throwing an even number. Frequency (even number) = 43 + 42 + 42 = 127 Step 3: Calculate the relative frequency. Relative Frequency (even number) = Frequency (even number)Total number of trials = (127)/(250) The relative frequency of throwing an even number is (127)/(250). c) What is the relative frequency of throwing a 3 or 5. Step 1: Identify the frequencies of throwing a 3 or 5. Frequency of 3 = 40 Frequency of 5 = 43 Step 2: Calculate the total frequency of throwing a 3 or 5. Frequency (3 or 5) = 40 + 43 = 83 Step 3: Calculate the relative frequency. Relative Frequency (3 or 5) = Frequency (3 or 5)Total number of trials = (83)/(250) The relative frequency of throwing a 3 or 5 is (83)/(250). Send me the next one 📸