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Which quantity is twice when an object has twice as much mass as another?
The weight of an object is twice as much when it has twice the mass compared to another object. Weight is proportional to mass, as given by the equation: weight = mass x acceleration due to gravity.
One object has twice as much mass as another object the first object also has twice as much what?
weight = mass * gravity, so as long as the force of gravity is the same on both, an object with twice the mass will weigh twice as much.
Why does an object with twice the mass of another weigh twice as much?
In the same gravity, downward force (weight) is directly proportional to the mass. (F=mA) If you had two objects of equal mass, and combined them, the weight would be the same as the total of the two.
When does an object with twice the mass of another weigh twice as much?
An object with twice the mass of another will weigh twice as much when both objects are on the same planet or celestial body with a constant gravitational acceleration. Weight is directly proportional to mass when the gravitational acceleration remains constant.
How would you present weight change if earth had twice the mass it does now?
If Earth had twice its current mass, the gravitational force would increase, and objects would weigh twice as much as they do now. This means that a person weighing 150 pounds on Earth would weigh 300 pounds on the hypothetical Earth with double the mass. The weight change would be a direct result of the increase in gravitational pull due to the added mass.
Which quantity is twice when an object has twice as much mass as another?
The weight of an object is twice as much when it has twice the mass compared to another object. Weight is proportional to mass, as given by the equation: weight = mass x acceleration due to gravity.
One object has twice as much mass as another object the first object also has twice as much what?
weight = mass * gravity, so as long as the force of gravity is the same on both, an object with twice the mass will weigh twice as much.
Why does an object with twice the mass of another weigh twice as much?
In the same gravity, downward force (weight) is directly proportional to the mass. (F=mA) If you had two objects of equal mass, and combined them, the weight would be the same as the total of the two.
When does an object with twice the mass of another weigh twice as much?
An object with twice the mass of another will weigh twice as much when both objects are on the same planet or celestial body with a constant gravitational acceleration. Weight is directly proportional to mass when the gravitational acceleration remains constant.
How would you present weight change if earth had twice the mass it does now?
If Earth had twice its current mass, the gravitational force would increase, and objects would weigh twice as much as they do now. This means that a person weighing 150 pounds on Earth would weigh 300 pounds on the hypothetical Earth with double the mass. The weight change would be a direct result of the increase in gravitational pull due to the added mass.
What would be the effect on mass and the weight of an object were taken to a planet with twice the gravity ofearth?
The mass won't change (except for insignificant effect due to the Theory of Relativity); the weight will be twice as much. I am assuming you mean the gravitational field; that is, the gravitational acceleration will be twice as much.
When does an object with twice as much mass as another weigh twice as much?
An object with twice as much mass as another will weigh twice as much when the gravitational force acting on both objects is the same. This occurs when both objects are on Earth or in a location with the same gravitational pull.
What way dose mass cores pond with weight?
The formula that relates them is: weight = mass x gravity If gravity doesn't change - which is the usual case close to Earth's gravity - you can say that weight is proportional to mass. That means that twice the mass results in twice the weight.
How does the weight of a 40 kilogram boy compare to the weight of a 20 kilogram boy?
The 40 kg boy weighs twice as much as the 20 kg boy because weight is directly proportional to mass.
If a planet existed whose mass was twice that of earth and whose radius is 3 times that of earth.how much will a body of 1kg mass weight on this planet?
The mass is twice as much, so multiply by 2. The radius is 3 times as much--the gravitational force is inversely proportional to the square of the radius, so multiply by 1/9.2 X 1kg/9 = 0.2 kg.
What is the tension in a half Atwood machine when one mass is twice the other?
In a half Atwood machine where one mass is twice the other, the tension in the string is equal to half the weight of the heavier mass.
if the earth had twice it’s present radius and twice it’s present mass, what would happen to your weight explain your answer?
i will be twice as heavy
