Three forces are exerted on an object placed on a tilted floor. The three forces are directed as shown in Figure E2.1 . If the forces have magnitudes F1 = 1.0 N, F2 = 8.0 N and F3 = 7.0 N, what is the component of the net force Fnet = F 1 + F2 + F3 parallel to the floor?

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Q: 90° Object 30° F,

A: GIVEN DATA : F1 = IN,  F2 = 8N  AND F3 =7NTO CALCULATE : NET FORCE (Fnet) PARALLEL TO THE FLOOR

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A: According to question question need need find balanced net force.

Q: Three force are exerted on an object placed on a tilted floor. The three forces are directed as…

A: There are three force on the object. Force F1 is 1.0 N and F2 is 8.0 N and F3 is 7.0 N

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Q: Two individuals are attempting to relocate a sofa by applying forces in the indicated directions. If…

A: Given :              F1= 650N              F2= 320N at angle 500 from horizontalFind:…

Q: Vector F1 = 625 N makes an angle of 270o when rotated counterclockwise from the +x axis. Vector F2 =…

A:

Q: Two individuals are attempting to relocate a sofa by applying forces in the indicated directions. If…

A: Vector.

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Q: Two forces, F₁ and F2, act at a point. The magnitude of F₁ is 8.50 N, and its direction is an angle…

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A: This question is based on law of motion.

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A: According to Newton’s law, F = ma The mass of the is given by, m=Wg=935 N9.8 m/s2=95.41 kg

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A: GivenMass of crate .m=66.6 kgAngle ,θ=30.0°Tension force ,T=239 Ng=10.0 m/s2

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A: Here,  F1 = 6.80 units θ = 29.0o So, X-component of F1 = 6.80*cos29 = 5.947 N Y-component of F1 =…

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Q: F2 F3 30°

A: Resolving all the forces in x and y components

Q: Vector F1 = 625 N makes an angle of 270 degrees when rotated counterclockwise from the +x axis.…

A:

Q: Workmen are trying to free an SUV stuck in the mud. To extricate the vehicle, they use three…

A: The angles θ that each force makes with the +x axis are θ1 =31°, θ2 = 122°, and θ3 = 233°.

Newton's First Law of Motion

If a very smooth ball is rolled down an inclined surface with zero friction, the ball will continue to roll indefinitely for an infinite time, in an attempt to reach to the same height on the opposite hill!