calculating the total distance ???

Your question leaves much to be wondered about.

determine the distance traveled by the car on this to the store.show your calculation and include units in your answer.

calculate the average speed of the car or this trip.show your calculations and include units in your answer.

determine the displacement of the car for this trip.

calculate the averge velocity of the car upon arrival at the store .

Which store? Malwarts?

a car starts from rest and accelerates for 5.2 seconds with an acceleration of 1.1 miles/s2 how far does it travel be answers are in units of miles

t=4sec

A thin copper rod 1.0 m long has a mass of 50 grams. What is the minimum current in the rod that

would allow it to "float" in a magnetic field of 0.1T?

physics dynamics

Physics numericals measurement topic

3.78×10power16

To calculate the total distance, you need to know the individual distances involved. Here are two common scenarios for calculating the total distance:

1. Multiple distances with the same direction: If you have a series of distances that are all in the same direction (e.g., driving from one city to another with multiple stops in between), you can simply add up all the individual distances. For example, if you traveled 100 kilometers from City A to City B, then 50 kilometers from City B to City C, and finally 80 kilometers from City C to City D, the total distance would be 100 + 50 + 80 = 230 kilometers.

2. Multiple distances with different directions: If the distances involve changing directions (e.g., a round trip or traveling through different routes), you need to be mindful of the directions. In this case, you need to calculate the distance traveled in each direction and then add them together. For example, if you traveled 100 kilometers from City A to City B, and then returned to City A along a different route covering 120 kilometers, the total distance would be 100 + 120 = 220 kilometers.

Overall, calculating the total distance requires considering the individual distances and their directions, and then applying the appropriate mathematical operations (i.e., addition) to get the final result.