A school cross country is 2 km 500 m long. Yuyo has already run 700 m. How far must she still run? Thandi has a pace of 32 m. How many paces would she have taken after walking 1 km? Bala walks 900 m t

Fresh day Sizwe, let's solve. Here are the solutions to your problems: Problem 1: A school cross country is 2 km 500 m long. Yuyo has already run 700 m. How far must she still run? Step 1: Convert the total distance to meters. 2 km 500 m = (2 × 1000) m + 500 m = 2000 m + 500 m = 2500 m Step 2: Subtract the distance Yuyo has already run from the total distance. 2500 m - 700 m = 1800 m Step 3: Convert the remaining distance back to kilometers and meters. 1800 m = 1 km 800 m Yuyo must still run 1 km 800 m. Problem 2: Thandi has a pace of 32 m. How many paces would she have taken after walking 1 km? Step 1: Convert the total distance to meters. 1 km = 1000 m Step 2: Divide the total distance by the length of one pace to find the number of paces. Number of paces = Total distancePace length = 1000 m32 m/pace = 31.25 paces Thandi would have taken 31.25 paces. Problem 3: Bala walks 900 m to school each day. How far does he walk to school and back? Step 1: Calculate the total distance for a round trip (to school and back). Distance to school and back = Distance to school + Distance from school Distance to school and back = 900 m + 900 m = 1800 m Step 2: Convert the total distance to kilometers and meters. 1800 m = 1 km 800 m Bala walks 1 km 800 m to school and back. Problem 4: The school bus travels 18 km 600 m each day. How far does it travel in a school week? Step 1: Convert the daily travel distance to meters. 18 km 600 m = (18 × 1000) m + 600 m = 18000 m + 600 m = 18600 m Step 2: Multiply the daily distance by 5 (for 5 school days in a week). Total distance in a week = 18600 m/day × 5 days = 93000 m Step 3: Convert the total weekly distance back to kilometers. 93000 m = (93000)/(1000) km = 93 km The school bus travels 93 km in a school week. Send me the next one 📸