0.51kg at sea level.
What is the mass of a rock that weighs 49 newtons
Multiply the object's mass by the acceleration of gravity in the location where the object is presently. Example: Mass = 5 kilograms Acceleration of gravity on earth = 9.8 m/sec2 Weight = (5 x 9.8) = 49 newtons. Since the weight depends on the local gravity, the same mass has different weights in different places.
It weighs 49.3728 newtons. Trust me I got it right on my test.
F = m Awhere . . .F = force acting on the massm = mass of the massA = acceleration of the massF = (2.5) x (6.0)= 15 kg-m/sec2 = 15 newtons
We have to suppose that the 51 Newtons is the only force acting on the mass in question.F = m AA = F / m = 51/17 = 3 meters per second2V = A t = (3 x 5) = 15 meters per second.
On the earth, any mass of 5 kg weighs 49 newtons(11 pounds).On the moon, the same mass weighs 8 newtons (1.8 pounds).
First of all, I will tell you the quick and easy way to find the answer. The equation is 9.8 multiplied by 5. You always use the number 9.8 because that is the measurement of Earth's gravity. You use the number 5 because that is the mass of the object you are measuring. That number changes depending on the object's mass. A 5kg backpack would weigh 49 Newtons on Earth. Good luck with science or whatever you needed this for!!
What is the mass of a rock that weighs 49 newtons
On earth, an object that weighs 5 ounces has a mass of 0.1417 kg. On the moon, an object that weighs 5 ounces has a mass of 0.8682 kg.
5 kilograms of mass is equivalent to 5,000grams.On the earth, that much mass weighs 49 newtons, or roughly 11 pounds.
On earth, 5 kg of mass weighs 49 newtons (11 pounds) at sea level. Less as rises above or sinks below the surface.
Multiply the object's mass by the acceleration of gravity in the location where the object is presently. Example: Mass = 5 kilograms Acceleration of gravity on earth = 9.8 m/sec2 Weight = (5 x 9.8) = 49 newtons. Since the weight depends on the local gravity, the same mass has different weights in different places.
The Earth weight of a particular substance in newtons is the product of its mass (in kg) and 9.8 meters per second per second, following this conclusion we shall get the mass of a substance if we divide its weight by 9.8 . Therefore applying this theory the mass of the book must or would be 0.51 kg.
the two quantities are different - 5kg indicates the mass of the object, ie how much stuff it contains, a newton is a force, in this case a weight (a force produced by gravity, the mutual attraction of two objects with mass). The weight produced by 5kg depends on g, which is a function of how massive the other object is and how far away you are from its center. Assuming you mean 'how many newtons is 5kg on the surface of earth', g is about 9.81. To get the weight (in newtons) from the mass (in kg) all you do is multiply by g - so 5kg by 9.81 roughly equals 49 newtons. The apparent weight may be less than this. If you only want a rough estimate, then if we approximate the g from 9.81 to 10, then the force (in Newtons) is almost equal to the mass (in kg) multiplied by 10. Therefore 5kg is almost 50N (but actually less than 50). It is not accurate but it gives you an idea of the magnitude.
It weighs 49.3728 newtons. Trust me I got it right on my test.
F = m Awhere . . .F = force acting on the massm = mass of the massA = acceleration of the massF = (2.5) x (6.0)= 15 kg-m/sec2 = 15 newtons
A force is not measured in kilograms. The kilogram is a unit of mass; forces are measured in newtons. You can get the force with Newton's Second Law. In this problem, you will need some additional information, specifically, the object's mass.