It indicates constant speed. Velocity may or may not be constant, because
we don't know anything about changes in direction that may occur.
None. Miles are a measure of length or distance. Acres are a measure of area. This question is similar to asking how many apples is an orange.
Its own circumference perpendicular to its axis
Directly, there is no relationship. A kilometre is a measure of distance, an hour is a measure of time. There may be a relationship if there were some information on speed or, at the very least, mode of transport.
The distance of a lake can be measured by using GPS devices, surveying tools, or mapping software. Alternatively, you could calculate the distance manually by using triangulation methods or by walking the perimeter of the lake and recording the distance covered.
path covered by body id called diatance its si unit =meter(m)
Distance is directly proportional to time.(Which simply means that distance covered by object is directly proportional to time it took) Distance= Time*Speed * is the multiplication sign
Distance is directly proportional to speed, meaning that as speed increases, the distance covered in a given time also increases. The formula to calculate distance is distance = speed x time. This means that the faster an object travels, the more distance it will cover in a specific amount of time.
Time and distance are directly proportional for an object moving at a constant speed. This means that the longer the time taken to travel, the greater the distance covered, and vice versa. The relationship can be expressed using the formula: Distance = Speed x Time.
Time and distance are related through the concept of speed, which is the measure of how quickly an object travels a certain distance over a specific period of time. The formula for speed is Distance = Speed × Time, which shows that the distance covered is directly proportional to the speed at which an object moves and the time taken to reach that distance.
The relationship between distance, rate (or speed), and time is described by the formula: Distance = Rate × Time. This means that the distance traveled is directly proportional to both the rate of movement and the time spent traveling. If either the rate increases or the time extends, the distance covered will also increase, assuming the other variable remains constant. Conversely, if the distance is fixed, changes in rate or time will affect one another.
None.Speed is the distance covered per unit of time. If no distance is covered then the speed is 0.None.Speed is the distance covered per unit of time. If no distance is covered then the speed is 0.None.Speed is the distance covered per unit of time. If no distance is covered then the speed is 0.None.Speed is the distance covered per unit of time. If no distance is covered then the speed is 0.
Distance covered in nth second means the distance covered in that particular second . It cannot be more than the distance covered in n seconds which means the distance covered in a total time of n seconds.
To determine if mulch that costs a set amount to cover a square foot is proportional, you need to consider the relationship between the cost and the area covered. If the cost remains constant regardless of the area covered, then it is proportional. For example, if $1 covers 1 square foot, $2 covers 2 square feet, and so on, then it is proportional. However, if the cost changes based on the area covered, then it is not proportional.
Distance is the measure of how far an object has traveled regardless of time, while time is the duration taken to cover that distance. When a body is moving with uniform velocity, the distance covered is proportional to the time taken to cover that distance.
To get speed from a distance-time graph, you would calculate the slope of the graph at a given point, as the gradient represents speed. To calculate total distance covered, you would find the total area under the graph, as this represents the total distance traveled over time.
A proportional situation refers to a scenario where two quantities maintain a constant ratio or relationship to each other. This means that as one quantity increases or decreases, the other quantity changes in a predictable manner based on that ratio. For example, if a car travels at a constant speed, the distance covered is proportional to the time spent traveling. Proportional situations can be represented mathematically by the equation (y = kx), where (k) is the constant of proportionality.
The distance an object travels in a certain amount of time can provide information about its speed. A greater distance covered in the same time period indicates higher speed, while a lesser distance indicates slower speed. Additionally, the consistency of the distance covered over time can indicate whether the object's motion is uniform or variable.