What is the  angle of the 10X force?

Q: Replace the polar equation r= - 4 sec 0 with an equivalent Cartesian equation. Then identify the…

A: PUT    X =r cosθ             y = r sin θ            x2 + y2 = r2

Q: Find R and its angle and direction.

A: Given  P = 610 N  S = 510 N  R =?

Q: A crate of mass m = 9.7 kg is pulled up a rough incline with an initial speed of v₁ = 1.43 m/s. The…

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Q: Given a vector (77, 48, 22) and another vector (4, 49, 67) what is the z-component of their sum?

A: Given that Vector 1 (A)= (77, 48, 22)  And , vector 2 (B)= (4, 49, 67) Let i, j and k be the unit…

Q: Assume that the answer is between 90 and 270 degrees.What is the arctangent of -8.144?

A: We know that value of tan in third quadrant is positive. hence the angle can not lie in the third…

Q: Given the following three vectors: A = -9î+7), B = -61-10) and vector C has a magnitude of, 9 and…

A: Given that, The vectors A and B are A→=-9i^+7j^B→=-6i^-10j^ the magnitude of the vector C is C→=9…

Q: The angle between the vectors that connect ther carbon atom to the hydrogen atoms in the methane…

A: Introduction: A bond angle is an angle formed between three atoms across at least two bonds. For…

Q: and vector

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Q: A proton (H') is subjected to three electrostatic forces as given by the following descriptions: F₁:…

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Q: Determine the magnitude of the following cross product: ( 11 7 +57 ) X (27 +57)

A: Given: The vectors are 11i+5j and 2i+5j

Q: A (-3; 2; 0), B (0; 0; 6), C (2; -3; 0) and D (0; -3; 0), Since FBA = 152, FBC = 201 and FBD = 192,…

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Q: An object is located at x, y, z = 10, 3, 15 [m] from the origin.  What is the distance and bearing…

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Q: F₂ = 600 N 45° F₁ = 800 N ·X F3 = 650 N 60°

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Q: There are 2 thin uniform rods. Rod DC is pinned at its center of gravity (free to rotate 360…

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Q: What are (a) the x component, (b) they component, and (c) the z component of 7 = à − b + c if à =…

A: It is given that, a→=2.8i^+5.7j^-8.1k^ b→=-4.9i^+4.4j^+3.8k^ c→=1.8i^+2.8j^+4.6k^ and, r→=a→-b→+c→…

Q: vector algebra dot product of (i+j+k) and (i-j+k) is?

A: Given : Vector 1 →V1→=i^+j^+k^ Vector 2 →V2→=i^-j^+k^

Q: Converting the Cartesian -2 coordinate (3,0) to polar * :coordinate gives نقطتان )2( A (0,-3) В (3,…

A: To convert from cartesian coordinates to polar coordinates r=x2+y2 θ= tan-1(yx) r= 3, θ=tan-1(0/3) =…

Q: What is the angle in radians between the vectors a = (-9, 1, -10) and b = (10,-5, -5)? Angle:…

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Q: what is the derivative dr r2

A: We know,  derivative of xn = n*xn-1

Q: What angles does the L vector make with the z axis when 1 = 2?

A: In the quantum mechanical model of the atom, the angular momentum is described by two quantum…

Q: given A = 3i-4k and B = 2i-j-k How do I find the angle subtended by (A-B) and (A cross B)

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Q: Given the vectors i =(- 3, 7, 4] and y = [- 6, 0, 8], determine b) proj š. a) The angle between i…

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Q: Determine the angle between the force and the line AB. Express your answer in degrees to three…

A: The coordinates of the point,

Q: (a) What is the centripetal acceleration of the child? magnitude m/s² direction (b) What force…

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Q: One end of a long straight rod of length 4.9 m is located at 7 (-12, 18, –19) m and held in a…

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Q: Fs F2 F Fo 60 730 45

A: Given,  F1=28×103 NF=F1+F2+F3+F4+F5+F6=F1 cos 30+F2 cos 60+F3 cos 0+F4 cos 90+f5 cos 180+F6 cos 45

Q: Given a vector (54, 46, 48) and another vector (18, 37, 7) what is the z-component of their sum?

A: Given - Cordinateof vector A =  (54, 46, 48) Cordinateof vector B=  (18, 37, 7)Now vector -A→ = (…

Q: please do this question again using trig to find the angle

A: Draw the schematic diagram of the system. Calculate the angle θ. tanθ=2.5 m3.0 mθ=39.81°

Q: What is the angle between the vectors a = (10, -10, 0) and b = (-5, 5, 2), in radians?

A: Given data: Vector a = (10, - 10, 0) Vector B = (-5, 5, 2) Required: Angle between the vectors

Q: What is the angle between the following vectors? A =-2i + 3} B = 31 - 4) %3D O 1770 O 1370 87

A: Two vectorsA→=-2i→+3j→B→=3i→-4j→To find:Angle between the vectors, θ=?

Torque

Torque is the rotational equivalent of linear force in physics and mechanics. Based on the course of study, it is also known as the moment of force, rotational force, or turning effect.