C1=100 and C2=12 sorry I can't fit whole question in the picture.

Q: Show that vector Å = 4î - ĵ + 2k and B = i+2 j- k are perpendicular. %3D

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Q: If x"= nxn-1, then [a/ax,x" ] ax %3D %3D ax

A: We have to know about commutator relation.

Q: Given: a=4.8; Theta1=30 degrees Find b. 02 b C a

A: Given a = 4.8 θ1 = 30o

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A: Given data: Velocity (v) = 470 m/s Angle (θ) = 37°, above the positive x-axis

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A: Explanation: When it comes to magnets, opposites attract. This fact means that the north end of a…

Q: 1. How is UM and UAM differ? State an example situation.

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Q: VectorA⃗points in the negativeydirection and has a magnitude of 15 units. Vector B has twice the…

A: Part c)The vector representation of A and B is,

Q: +y Bx 35.0° B . A, 20.0%

A: Write down the given values using a suitable variable. Here A signifies 1st run distance, 0A…

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Q: Evaluate each of the following expressions. a) Lw320 b) θW»2-1 = %3D c) Ê \3p.)= d) Sy*320L p32,1…

A: Use the following expressions: L^2ψn,l,m=ll+1 ħ2 ψn,l,m L^zψn,l,m=mħ ψn,l,m

Q: When a s

A: 41) a) When both the ends of the string is clamped all harmonics exists (both odd and even). The…

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Q: an elk runs a pattern given by the four displačement 3.20 m, and B = 5.10 m and C = 4.80 m.…

A: We know that here in the figure four-vector areas  Vector A = 3.20 m ,Vector B = 5.10 m, and vector…

Q: Find the magnitude (2A + B).C ,where A = 3i + j-k and B = %3D 2i – j+k and C = 5i + 3k %3D

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Q: In physics, it is important to use mathematical approximations.(a) Demonstrate that for small angles…

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A: Given that the angle of depression of an object on the ground from third floor window of a building…

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A: Consider the given equation.

Q: I need help with 2 please and round all numbers to three significant digits please

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A: Given  Gravitational force is 99 N Net acceleration is a= 1 m/s2

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Q: plane is 0.11; that betv

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Q: *18. What is the value of each of the angles of a triangle whose sides are 95, 150, and 190 cm in…

A: The sides of triangle,

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A: power =force * velocity

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

Q: 2. R3=200 10V Ry=300 Ry 500 R 200 Rtotal а. b. I1 = A c. I3 = 13= A

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Q: Which of the following is true? X-Xo=Vox at %3D Xo-x+v at

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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: Can 10 20 20 resultant be zero?

A: The sum of the first two sides should be greater than or equal to the third side. a+b≥c  Here…

Q: Solve for the resultant of Ā = 3.0N,150°, B = 2.0N, 100° and č = 1.0N, 50° using component method.…

A: A= 3N,  θ= 1500 B =2N,  θ= 1000 C = 1 N , θ= 500 Resultant = R = ?

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)

Q: 2. Solve for T1 and T2. ( Final answer should be separated with a comma,) * 45° 30° T, T2 10 N

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A: Given that- soil loss from a field with a 5 % slope is 45 Mg/ha the cover and management factor =…

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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: (D2+2D+17)y = 60e−4x sin 5x

A: We have the differential equation as shown below. (D2+2D+17)y = 60e−4x sin 5x, where we have D=d/dx…

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A: Given, 1)

Q: 1 Replace the polar equation r= with an equivalent Cartesian equation. Then identify the graph. sin…

A: The given polar equation is r = 1sinθ - 4cosθ rsinθ - 4rcosθ = 1 In polar co-ordinate system x =…

Q: expression q1 + 92 = 0 %3D

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Q: magnitude 1.35e-15 X N direction 75.2 ° counterclockwise from the +x axis

A: Charge at origin, q=4.82nC Charge on x axis, q1= 6.00nC Charge on -y axis, q2= -3.00nC r12=0.275m

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A: Diarection cosine Diarection cosine is the angle between the vector and the three positive…

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.