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
Welcome back precious — missed you this week. Step 1: Identify the total distance of the journey. The total distance from Bamenda to Yaounde is given as 400 km. Step 2: Identify the interval at which toll gates are located. The problem states that toll gates are located "to 150 km". This implies that toll gates are placed every 150 km. We assume the first toll gate is at the 150 km mark. Step 3: Calculate the number of toll gates within the total distance. We need to find how many 150 km intervals fit into 400 km. The positions of the toll gates will be multiples of 150 km that are less than or equal to the total distance. The first toll gate is at 1 × 150 km = 150 km. (150 km 400 km) The second toll gate is at 2 × 150 km = 300 km. (300 km 400 km) The third toll gate would be at 3 × 150 km = 450 km. (450 km > 400 km, so this toll gate is beyond the destination). Alternatively, we can use division and the floor function: Number of toll gates = Total distanceInterval distance Number of toll gates = 400 km150 km Number of toll gates = 2.666... Number of toll gates = 2 The information about the "70-sider boss", "Bamenda to Yaounde", and "driver pay P 500frs per km" is additional context and not required to solve for the number of toll gates. The number of toll gates between the two locations is 2. Send me the next one 📸