6. The diagrams A, B and C are three graphs of different functions. A В Complete the table to identify the correct graph for each function. One has been done for you. 4 y = 1 - 3 Function y = 2x2 y = %3D Diagram A

Q: Find the x- and y-components of the following displacements in the xy-plane: a) 300 cm at 127o and…

A: Given that,⇒                   OA =300 cm at an angle 127° ⇒                  OB =500 cm at an angle…

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A: We have to know about commutator relation.

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A: Given-f(x)=x5-5x3Differentiation with respect to xf'(x)=5x4-15x2=05x2(x2-3)=0x=0,0,x=3=1.732Again…

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A: The torque is given as, τ=τosinθθ1=0o=0 radθ2=110o=1.92 rad

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A: solution: given that distance = 46.5 km d = 105 m

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A: Slope of position time graph represents velocity

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A: Position = (2.2 , 1.2 ) m  A) distance from origin= ((2.2)2 + (1.2)2)1/2  = √6.28  = 2.5 m

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A: From given data :- From diagram :- tan 2∅ =LPLD ⇒tan 2∅=12552.5×103 ⇒tan 2∅=2.3×10-3 ⇒2∅=0.136…

Q: e figure shows a circular re - of the plane of the page. (1.50 mV-m/s)t, where %3D

A: Given data: Radius R=2.50cm=0.0250m Magnetic flux ϕE=1.50 m.V.m/st

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A: (a) (b) The displacement is given by  d = (- 3 -1, 5 - 9) = (- 4 m, - 4 m)

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Q: Suppose F1 = 1600 N. (Figure 1) %3D You may want to review (Pages 262- 266). Figure 1 of 1 F, (N) F

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Q: Q1: let A= (3, 5, -7)B = (2, 7, 1).Find A + B, A - B, A, B, A B, and the %3D cosine of the angle…

A: Given, A =(3, 5, -7)B =(2, 7, 1)

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Q: 1. The polar coordinates of a point are r = 5.50 m and 0 = 240°. What are the cartesian coordinates…

A: The polar coordinates of a point are givenr = 5.5 m θ = 240° We need to find the cartesian…

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Q: 5x Suppose a point has polar coordinates 5, with the angle measured in radians. Find two additional…

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A: 1) Angle of elevation and angle of two given objects are B. Congruent.

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Q: 1. Find the x- and y-components of the following displacements in the xy- plane: a) 300 cm at 127°…

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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.