Average SpeedĮnter the estimated average speed of the intended method of transport. This tool estimates the journey time with the following formula:Įnter the expected distance to be travelled in any units. Also a conversion scale will be generated for different values of distance versus time at the same speed. Once a distance and speed have been entered the calculated time will be displayed in the answer box. In the Distance calculator, enter the speed value and conversion units designation. Then enter the speed value and conversion designation for it. Speed - Time - Distance Calculator A simple-to-use slide rule device for calculating the third variable given the other two (distance covered, given speed. In the Time calculator, enter the distance value and conversion units designation. This calculator will estimate the travel time for a journey using the travel distance to destination and the expected average speed of the method of travel. This is composed of three sections to do classic Time, Speed and Distance calculations.
If two moving bodies are moving at the same distance, their travel of time is inversely proportional to speed i.e when the distance is constant. If two moving bodies move for the same time, the distance traveled by them is directly proportional to the time of travel i.e when time is constant. If two moving bodies are moving at the same speed, the distance traveled by them is directly proportional to the time of travel i.e when speed is constant. Their relative speed = ( 7 – 5) km/ hr = 2 km/ hr.įrom this discussion, we have concluded that, Find the distances between them after 20 minutes respectively if they move in the same direction. Two boys are running from the same place at a speed of 7 km/ hr and 5 km/hr. Hence, a boy will take 4 hours to cover a distance of 160 miles at a speed of 40 miles per hour. Time taken by car to cover 160 miles is : The formula to calculate time, when speed and distance are given is: At the same speed, how long will he take to cover the distance of 160 miles? If a boy travels at a speed of 40 miles per hour. Speed-Time-Distance Calculator Simple to use slide rule Calculates the third variable given the other two (distance covered, given speed and elapsed time). Hence, a car can travel 125 km in 2.5 hours. The equation for calculating distance traveled by car, given speed and time, is You can use the equivalent formula d rt which means distance equals rate times time. If rate r is the same as speed s, r s d/t. Then use that as an input for a pace calculator or the formula above. Rate and speed are similar since they both represent some distance per unit time like miles per hour or kilometers per hour. if the pace is 5 minutes per mile, to convert to miles per hour, simply divide 60 (minutes) by 5, to get 12, meaning the speed was 12 mph. If a moving object covers d₁, d₂, d₃…dₙ with different speeds V₁, V₂, V₃,…V n m/s in time t₁, t₂, t₃,…t n respectively, the average speed is calculated as:Ī car person travels a car at a speed of 50 km per hour. If you know the pace, but not the speed, you need to convert from one to the other. The speed of a moving object can be calculated as:Īverage Speed: The average speed is the total distance covered by an object in a particular interval of time. It is a scalar quantity as it defines only the magnitude not the directions of an object moving. Speed is defined as the rate at which an object moves from one place to another in a given interval of time. Generally in these problems, we use the distance speed time formula to calculate the desired quantity. For example, a question might say:įind the distance a car has traveled in twenty minutes at a constant speed of 50 km /hr. These types of problems are quite interesting to solve as it describes real-life situations for many people. Students are commonly asked to determine the distance, speed, or travel time of something given any two variables. The concept of velocity, time, and distance is used drastically for questions referring to specific topics inclusive of motion in a straight line, circular motion, boats, races, clocks, and many others. ‘Speed, distance, time’ is one of the famous and important topics within the maths or quantitative field of any competitive exam.