Express F = 10O N (shown in the figure below) as a Cartesian vector. * TOON. 60° 48 8.
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Q: Example 10: Express the force F shown in Figure as a Cartesian vector.
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A: Given Data : F1= 50 N, Direction 120° F2=30 N, Direction 30°
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A: F1=500 N ,θ1=45°F2=500 NF3=700 N, θ3=30°F4=150 NF5=300 N
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Q: P2-7. express F as a Cartesian vector. F = 300 N 1m と1m х
A: Let's first note down the coordinates of points A and B.
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A: Find the resultant and angle .
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Q: Express F, and F, as Cartesian vectors. F = 600 N F2 = 450 N 45° 30
A: Resolve the force onto X , Y and Z axis will gives the Cartesian coordinates form of vector
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Q: Express F= 100N (shown in the figure below) as a Cartesian vector.
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A: Here,V1→=V1cos50ο i+V1sin50οjV1→=5cos50ο i+5sin50οjSimilarly:V2→=V2cos40ο i+V1sin40οjV2→=3cos40ο…
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Q: ude of 460 N. Express F as a vector in te
A: given:F=460Nθ=370
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Q: Express F = 100 N (shown in the %3D figure below) as a Cartesian vector. *
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- A spherical tank of 1.2 m radius is half-filled with oil of relative density 0.8. If the tank is given a horizontal acceleration of 10 m/s2, calculate: The inclination of the oil surface to horizontal in degrees a. 0.792 b. 1.077 c. 9.4 d. 45.55Line sources m1 and m2 are near point A, as in Fig. If m1= 30 m2/2, find the value of m2 for which the resultantvelocity at point A is exactly vertical.For the tutorial question, assume the inputs are: A = 0.75 [m] ; B = 1.03 [m] ; C = 0.685 [m] ; U = 33.5 [km/hr]; ANSWER: 1A) In the gradient equation of the keel L(z) = A + B · z; A = 1B) and B = 2) If Re_CR = ρ · U · L_CR; then L_cr [m] = 3A) To determine D_S, one needs first to calculate C_f_l(z). In the equation C_f_l(z) = D / l(z)^(-0.2) + E / l(z); D = 3B) and E =
- The primary dimensions of the universal gas constant Ru are (a) m·L/t2·T (b) m2·L/N (c) m·L2/t2·N·T (d ) L2/t2·T (e) N/m·tA wooden ballistic pendulum, with a mass equal to 10 kg, suspended by a wire 1 meter long, is hit at t=0 s by a 10 gram bullet, traveling at a speed of 300 m/s, which becomes stuck in it (Use g=9.8m/s2). With respect to the question, consider the following statements. I) The expression that allows to calculate the angle \theta (in rad) between the wire and the vertical as a function of time is \theta(t)=0.096 \sin(3.13\; t). II) The first instant of time in which the pendulum reaches its maximum height is t=1s. III) The maximum angular acceleration is approximately 0.94 rad/s2. It is correct what is stated in Choose an option:I, II and III.I, just.I and II only.II and III only.I and III only.Consider a hollow sphere of radii h and 3h, interior and exterior respectively. The mass density in the sphere is ρ = k / r, Kg / m³, where k is a constant, and r is the distance from the center of the sphere to an arbitrary point within it. If k = 3 m, find the gravitational field of the distribution at a point (P), on the x-axis, located at a distance of 4h, measured with respect to the center of the sphere. Ans: 5.655e-10
- Can you please explain how Newton's Laws and Vectors relate to this problem? Thank you!A lightweight drone (1.00 kg) is launched at 800 m high and moves upward at a constant velocity (while ignoring the effects of gravity only on the drone). The balloon, when measured at a horizontal distance from you, is about 1600 m away from you. At the moment when the drone moves, you shoot a bullet (weight =180 g) with an initial velocity of 1009 m/s at a fixed angle α, where sin α=3/5 and cos α= 4/5. (g = 9.8 m/s2) c. What is the upward velocity of the drone?A two dimensional conservation force is zero on the X and Y Axes and satisfied condition (dfx/dy)= (dfy/dx)=(4N/m^2)by. What is the magnitude of the force at the point x=y=1m
- Which of the following is a scalar quantity A) electric current B) electric field C) Acceleration D) linear momentumA 45 grams (0.045 kg) golf ball of diameter equal to 43 mm fell into a 2m deep lake. Neglect inertia at the moment of impact. Assume viscosity of 1.12x10-3 Ns/m2 , water density of 1,000 kg/m3 and Cd=0.5. Sphere volume equals 4π r³ /3. 1. How long will it take from the moment it hits the surface until it gets to the bottom? 2. If one estimates the Cd with Cd=24/Re formula, the settling velocity would be unrealistically large. Why?The equations below are the horizontal xx- and vertical yy-component forms of Newton's second law applied to a physical process.(5.0kg)ax=(50N)cos30∘+Ncos90∘−0.5Ncos0∘+(5.0kg)(9.8N/kg)cos90∘(5.0kg)ax=(50N)cos30∘+Ncos90∘−0.5Ncos0∘+(5.0kg)(9.8N/kg)cos90∘(5.0kg)0=(−50N)sin30∘+Nsin90∘+0.5Nsin0∘−(5.0kg)(9.8N/kg)sin90∘ Determine N Determine ax Invent a problem for which the equations might provide an answer.