Pressure equals Force/Area
1 Pascal = 1 N/m^2
Unit for area is 'squared meters' so I will assume that you meant 2m2 instead of just 2m.
So plugging it into the formula we get:
10N/2m2 = 5 Pa
the amount of force per unit area is pressure
The book is experiencing a gravitational force pulling it downward towards the Earth, and a normal force exerted by the table pushing upward to support the weight of the book. These two forces are balanced, resulting in the book being at rest on the table.
Yes, there are forces acting on the book. The two main forces are gravity pulling the book downwards and the normal force exerted by the table pushing upwards on the book to support its weight.
The normal force exerted by the book on the board is equal in magnitude but opposite in direction to the component of the book's weight perpendicular to the slope of the board. In this case, the normal force will be equal to the weight of the book times the cosine of the angle of the slope, in this case, 60 degrees. So the normal force will be equal to (2.0 kg * 9.8 m/s^2) * cos(60 degrees).
Examples of a load in physics include the weight of an object, the force exerted on a structure, or the tension in a cable or rope. Loads can be static, such as the weight of a book resting on a table, or dynamic, such as the force of a moving car on a bridge.
The pressure exerted by the book on the table can be calculated using the formula: pressure = force/area. In this case, force = 9 Newtons and area = 0.3 square meters. Therefore, the pressure exerted by the book on the table is 30 Pascals (Pa).
the amount of force per unit area is pressure
The book is experiencing a gravitational force pulling it downward towards the Earth, and a normal force exerted by the table pushing upward to support the weight of the book. These two forces are balanced, resulting in the book being at rest on the table.
Yes, there are forces acting on the book. The two main forces are gravity pulling the book downwards and the normal force exerted by the table pushing upwards on the book to support its weight.
The normal force exerted by the book on the board is equal in magnitude but opposite in direction to the component of the book's weight perpendicular to the slope of the board. In this case, the normal force will be equal to the weight of the book times the cosine of the angle of the slope, in this case, 60 degrees. So the normal force will be equal to (2.0 kg * 9.8 m/s^2) * cos(60 degrees).
Examples of a load in physics include the weight of an object, the force exerted on a structure, or the tension in a cable or rope. Loads can be static, such as the weight of a book resting on a table, or dynamic, such as the force of a moving car on a bridge.
When a student presses a book between two surfaces, the pressure increases because the force applied over a smaller area creates more pressure.
forces acting on the book when it rests in your hands are: gravity, the equal and opposite force exerted by your hand on the book (in opposition to force of gravity). Also, air pressure, but its from all sides so it cancels itself out.
The weight of a book depends on the contents of the book. There is no one universal weight for all books.
The weight of the book is 20 x 9.8 = 196 newtons.When it lies flat, the pressure is (196/0.05) = 3,920 newton/m2 = 3,920 pascalWhen it stands up, the pressure is (196/0.01) = 19,600 newton/m2 = 19,600 pascal
The main forces acting on a book sitting on a table are the force of gravity pulling it downwards and the normal force exerted by the table pushing upwards to support the weight of the book. These two forces are equal in magnitude and opposite in direction, resulting in a state of equilibrium where the book remains stationary.
Examples of normal force include the force exerted by a surface to support an object placed on it, such as the force exerted by the ground on a person standing, or the force exerted by a bookshelf on a book placed on it.