22. Determine the force in member AB. (N) 23. Determine the force in member AC. (N) 24. Determine the force in member AF. (N)

Q: If z₁ 1310 and 22 = = -15 +9i, determine the following: 4z₁ - 5z2 (Polar Form) COMPLETE THE MISSING…

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Q: Choose the correct x coordinate value for the for the rectangle " EGKJ " shown in Figure below A50…

A: We have to find x coordinator

Q: Using the diagram, determine the maximum diameter for DIA B.

A:

Q: (a) Explain the meaning of spring force and the graph of spring force against position

A: a)

Q: Differentiate 8 cos8 x + 7 sin8x A. 8(7 cos 8x 8 sin 8x) - В. -8 sin 8x + 7 cos 8x С. 8(8 sin 8x + 7…

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Q: What is Line B?

A: Solution:

Q: O change from polar to Cartesian Co-ovdinates , © (-4,2),@ (5,ú eV= -2- Cose O change from Cartesian…

A: The relation between Cartesian and polar co-ordinate can be expressed as follows:

Q: 4. For the mechanism in the next figure, OA = r , OB = d and the angle between BO and OA is . a)…

A: To solve this problem, we need to apply the cosine law of triable to determine the length of AB.…

Q: If the resultant angle is known, then the formula to find the actual angle in a rotating system is O…

A: Let us discuss about formula to find resultant angle in rotating system.

Q: Ø60 60 R15 18 120 36 14 Dimensions are in mm 18 18 24

A: In third angle top will be above the front view.

Q: Evaluate: S² (15x¹(x)²) dr dx

A: To find-: The value of ∫0215x4-25x2dx. Formula used-: The expression for the integration of the…

Q: F1 E F A D В F2

A:

Q: Find the - 2i - 1oj - I Ax B

A: Given: →A= 2i-10j-11k→B = 2i+2j+k Let θ be the angle between →A and →B Then  θ= cos-1 →A . →B→A →B…

Q: Ø60 60 ALL DIMENSIONS IN mm R15 18 120 36 14 DRAW THE 3RD ANGLE ORTHOGRAHIC PROJECTION & ISOMETRIC…

A: Isometric drawing is given, Draw the orthographic projections.

Q: 3x+2 <0 2x -7

A:

Q: The frequency equation of a 3 Degree of Freedom spring mass system (Figure Q1) is given as: m3w6 –…

A:

Q: (x - ay) dx + 2 (y-x) dy = 0

A: According to the question, (x-2y)dx+2(y-x)dy=0It can be represented as-Mdx+Ndy=0on…

Q: b -y = x³ a

A: Given: y =x3 a =1.9m, b =6.859m   Iy =∫X2*dA take a small area element dA at distance x from y-axis…

Q: If direction angles are B = 96° and y = 37°, then get the unit vector. û = 0.593 + ? -0.105 V o j+…

A: Given: Direction anglesβ=96oγ=37o

Q: Based on the figure identify only the relative polar coordinate of each point. The answer would be…

A: In this problem, cartesian relative coordinates are given and we have to calculate the polar…

Q: Find the value of "F" in order to get "zero" * ."moment about point "A

A:

Q: For the blue shaded area shown in the image below, if dimension a = determine its area moment of…

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Q: Determine eq.uations and frequuency for the following figure

A:

Q: Refer to the figure below, Find the Number of centros.

A: Write the number of links in the above given mechanism. N=6

Q: x+y X-y sin 2 2cos ||

A: from above we can write that equation cosx+siny

Q: Solve the following Bernoulli's equations: dy +y = y³ (x – 1) dx dy +y tanx = y³ sec* x %3D dx

A:

Q: Draw the hologram

A: Isometric projection Isometric projection is a method for representing three-dimensional objects…

Q: The simply supported beam ABC has the rectangular cross-section as shown in Figure 2. The beam…

A:

Q: Q1: Consider the points A, B, C, D where coordinates are respectively (1,1,0), (-1,1,0), 0,-1,1).…

A: According to the given  information solution is given below…

Q: 1: Solve the follow the following equation 13z z +1 e answer in the form of x + iy. the value o…

A:

Q: gear 6 Slot Cam 6 rod 3 child 5 rod 2 01 Cooontrio 1 Coar 1 Cramo .

A:

Q: Q1: dy Find dx of xy = x + cot y

A: Question (1) is Solved here. For Other Question, Please Post Question again.

Q: The cosine law can be used when two ?angles are already known False

A: To determine whether the given statement is TRUE or FALSE.

Q: 3: The complex number z satisfies the equation 42-32=- 1-18i 2-1 Where z denotes the complex…

A: given; 4z-3z=1-18i2-iwhere;z=complex number

Q: (f) s+2 85-384 +2s³

A: f(s)= s+2s5-3s4+2s3

Moment of Inertia

Inertia can be termed as a resistance offered by a body to change its state. A rigid body initially at rest will apply resistance when acted by an external force that tends to change its state of rest or velocity, or a body initially at motion will provide resistance in changing its state of velocity or motion for coming to a state of rest. In other words, Newton's first law of motion describes the law of inertia of a rigid body.