Whether you are calculating the time it takes for a train to reach a station in a math exam, or calculating the velocity of a rocket in physics, everything revolves around the 'Magic Triangle' of Kinematics: Distance, Speed, and Time.
The universal mathematical formula for Distance is: Distance = Speed ร Time
Master Formula: Distance = Speed ร Time.
Variables: d = s ร t.
SI Unit: The official scientific unit for distance is the Meter (m).
Golden Rule: The units of Time must perfectly match the units used in the Speed before you multiply.
To find out how far an object has traveled (Distance), you simply need to multiply how fast the object is moving (Speed) by how long it has been moving for (Time).
Let's apply the formula to a real-world problem: Question: A train is traveling at a constant speed of 80 km/h. How much distance will it cover if it drives for 3 hours? Solution:
You can use this single formula to find the other two variables simply by using basic algebra:
The formula to calculate distance is: Distance = Speed multiplied by Time (d = s ร t).
By rearranging the formula, you divide the total Distance traveled by the total Time taken (Speed = Distance / Time).
Using the formula: 60 (speed) ร 2 (time) = 120. The car traveled a total distance of 120 kilometers.
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