What is the formula for distance using rate and time?

The formula for distance when using rate and time is based on the fundamental relationship defined by the equation: distance equals rate multiplied by time. This relationship illustrates that to find the distance traveled, one must consider both the speed (rate) at which the object is moving and the duration of that movement (time).

When you multiply the rate (how fast something is moving) by the time (how long it has been moving), the result gives you the total distance covered. For instance, if a car travels at a speed of 60 miles per hour for 2 hours, using the formula allows you to calculate that the car has traveled a distance of 120 miles (60 x 2 = 120).

Other options do not represent this relationship accurately. Adding or subtracting rate and time does not apply in the context of calculating distance. Division of rate by time also does not yield a distance measurement but rather represents speed in a different context. Thus, the formula D = R x T is validated through its consistent application in physics and real-life scenarios involving motion.