Moving up Given: F1 F1 = 300 N m = 15 Kg e = 30° u = 0.2 Find: FN = f = a=

Q: A ferris wheel is 37 meters in dimeter and boarded from a platform that is 3 meters above the…

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Q: Derive equation.

A: ASSUMPTIONS MADE IN DERIVING THE PROOF:SOLUTION:

Q: 4. Calculate slope of line D: 5. The sign for slope when a line goes down to the right is_

A: 4 ) Slope = (y2 - y1) / (x2 - x1)  point 2 = (6,4)  point 1 = (12,3)  Slope = 4-3/12-6 = -1/6

Q: Find the x- and y-components of the three vectors in the figure below. Write them using 3…

A: Required concept: The x-component of a vector V is given by; xV=Vcosθ               (1) The…

Q: ce The figure shows two vectors, A and B, with A = 14.6 m, B = 4.58 m, 0 = 33°, and = 38°. Let C =…

A: Given,  A= 14.6m B= 4.58m  θ=33°  ϕ=38°

Q: Find the angle between two vectors A= 2i+2j-k, and B= 6i-3j+2k.

A: Two vectors A and B are given.The angle between the vectors is to be find out.The dot product of any…

Q: 73. A child of mass 40.0 kg is in a roller coaster car that travels in a loop of radius 7.00 m. At…

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Q: Resolve F, and F₂ into their x and y components.

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Q: F = 20 N O = 60° Uk = 0.1 %3D M1 = 8 kg Find the acceleration

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Q: 5. C= A × B. (Note that vectors are in boldface.) (a) If A points in the +x direction, and B points…

A: a)                     Given                             Direction of A = +x…

Q: rope in th do. chair. an pull on the rope

A:

Q: A) Write the vector form of D, E, and F. B) Find F x D · E 7 in E 15 in 12 in F 10 in

A: position coordinates:a: 0,10,0F:12,10,0c:0,0,15g0,0,15e12,0,0

Q: Find the x- and y-components of the vectors, C where C-A-B. Notice that we are subtracting the…

A: The magnitude of the vectors could be added algebraically if they are parallel to each other.…

Q: Find the components of v₁ tot along the x and y axes in the figure below, where 0 = 23.0° and v. =…

A: Given Data: Resultant (vtot) = 5.08 m/s.Angle (θ) = 23.0o. To Determine: The components of the…

Proper Length

The theory of special relativity explains the connection between space and time to objects that move in a straight line at a constant speed. The objects move at the speed of light. When an object approaches light speed, its mass is endless and cannot move faster than light. The most crucial postulate of Einstein's special relativity is that the laws of nature do not change in each frame of reference.