To estimate total stopping distance in ideal conditions, calculate the sum of reaction distance (distance traveled while perceiving a hazard and applying the brakes) and braking distance (distance traveled while the vehicle comes to a complete stop after the brakes are applied). Both distances can be influenced by factors like speed and road conditions.
the formula for determing ideal mechanical advantage is effort divided by resistance
Argon is considered a nearly ideal gas under many conditions due to its low reactivity and monatomic structure, which leads to minimal intermolecular interactions. However, at extreme conditions of high pressure or low temperature, deviations from ideal gas behavior may occur.
The distance a 9mm 115grain bullet can travel depends on factors such as the angle of firing, speed at which it was shot, and the surrounding environment. On average, a 9mm bullet can travel up to 1.5 to 2 miles in ideal conditions.
In an ideal machine, the input force will be smaller than the output force when the input force is exerted over a greater distance than the output force. This is because work input and work output must be equal in an ideal machine, and since work = force x distance, a smaller input force over a greater distance will result in a larger output force over a shorter distance to maintain equilibrium.
In an ideal machine, if you exert an input force over a greater distance than the output force, the input force will be smaller than the output force. This is because work input is equal to work output in an ideal machine, and work is calculated as force times distance. Therefore, if the input force acts over a greater distance, the output force must be larger to balance the work done.
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The stopping distance at 40 mph typically includes the reaction distance and braking distance. On average, the total stopping distance can be around 118 feet (approximately 36 meters) under ideal conditions. The reaction distance (the distance traveled during the driver's reaction time) is about 44 feet, while the braking distance is roughly 74 feet. Factors like road conditions, vehicle type, and driver alertness can significantly affect these distances.
The stopping distance at 25 MPH can vary based on factors like road conditions and vehicle type, but on average, it takes about 50 to 60 feet to come to a complete stop. This distance includes both the reaction time and braking distance. In ideal conditions, the braking distance alone is typically around 30 to 40 feet.
Under ideal driving conditions, you should follow the three-second rule to maintain a safe following distance.
The distance below is the shortest road distance (calculated in ideal conditions). The actual distance may change depending on whether conditions and the route taken. The road distance between the above two places in miles is:90
The distance below is the shortest road distance (calculated in ideal conditions). The actual distance may change depending on whether conditions and the route taken. The road distance between the above two places in miles is:160
The distance below is the shortest road distance (calculated in ideal conditions). The actual distance may change depending on whether conditions and the route taken. The road distance between the above two places in miles is:2989
The distance below is the shortest road distance (calculated in ideal conditions). The actual distance may change depending on whether conditions and the route taken. The road distance between the above two places in miles is: 836
According to Google Maps, the distance is 1,228 mi. by car, or about 19 hrs. 10 min., under ideal conditions.
The distance below is the shortest road distance (calculated in ideal conditions). The actual distance may change depending on whether conditions and the route taken. The road distance between the above two places in miles is:934
The distance below is the shortest road distance (calculated in ideal conditions). The actual distance may change depending on whether conditions and the route taken. The road distance between the above two places in miles is: 244
The distance below is the shortest road distance (calculated in ideal conditions). The actual distance may change depending on whether conditions and the route taken. The road distance between the above two places in miles is:234