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Questions and Answers
What is the value of the force given as 1391 N at 47.1°?
What is the value of the force given as 1391 N at 47.1°?
- 2000 N
- 350 N
- 500 N
- 1391 N (correct)
What did T(AC) equal to in the problem statement?
What did T(AC) equal to in the problem statement?
- 1500 N
- 3000 N
- 1 kN
- 2.66 kN @ -34.1° (correct)
What are the two values given for part a) in the problem?
What are the two values given for part a) in the problem?
- 392 # and 346 # (correct)
- 100 # and 200 #
- 250 # and 500 #
- None of the above
What is the value for the force of 474 N at -32.5°?
What is the value for the force of 474 N at -32.5°?
What is the value of T(AC) and R given in the problem?
What is the value of T(AC) and R given in the problem?
What is the range of values for force given as 179.3 < P < 669 N?
What is the range of values for force given as 179.3 < P < 669 N?
What three values were indicated for part a)?
What three values were indicated for part a)?
What values correspond to Fx, Fy, and Fz?
What values correspond to Fx, Fy, and Fz?
What is the total resultant force R if R = 913 #?
What is the total resultant force R if R = 913 #?
What direction is the force P given as 926 N ↑?
What direction is the force P given as 926 N ↑?
What is the value of force P as given?
What is the value of force P as given?
What are the two tensions indicated in the problem?
What are the two tensions indicated in the problem?
What is the moment M(A) as stated?
What is the moment M(A) as stated?
What is the moment M(O) expressed in the problem?
What is the moment M(O) expressed in the problem?
What is the moment expressed as 7.50 Nm i - 6.00 Nm j - 10.39 Nm k?
What is the moment expressed as 7.50 Nm i - 6.00 Nm j - 10.39 Nm k?
What is the value of tension indicated as (T(AC))AB?
What is the value of tension indicated as (T(AC))AB?
What is the moment M(AB) expressed?
What is the moment M(AB) expressed?
What is the moment M(DB) given?
What is the moment M(DB) given?
What is the moment -6.19 Nm k referred to?
What is the moment -6.19 Nm k referred to?
What are the values given for part a) and b) respectively?
What are the values given for part a) and b) respectively?
What are the values of F and M given?
What are the values of F and M given?
What is the resultant for R if given as R = -420 N i - 50 N j - 250 N k?
What is the resultant for R if given as R = -420 N i - 50 N j - 250 N k?
What is the moment M given as 30.8 Nm j - 22 Nm k?
What is the moment M given as 30.8 Nm j - 22 Nm k?
What are the force values for part a) and b)?
What are the force values for part a) and b)?
What are the two values for forces given?
What are the two values for forces given?
What are A and B expressed as?
What are A and B expressed as?
What values correspond to part a) and b)?
What values correspond to part a) and b)?
What is the tension given as T(BE)?
What is the tension given as T(BE)?
What are the tensions provided for T(AD) and T(AE)?
What are the tensions provided for T(AD) and T(AE)?
What is the force of 360 N referred to?
What is the force of 360 N referred to?
For X-bar and Y-bar, what are their values?
For X-bar and Y-bar, what are their values?
What values does X-bar and Y-bar hold?
What values does X-bar and Y-bar hold?
What are the values of X-bar and Y-bar expressed as?
What are the values of X-bar and Y-bar expressed as?
What is the volume V expressed as?
What is the volume V expressed as?
What values correspond to parts a), b), and c)?
What values correspond to parts a), b), and c)?
What does d equal to in this case?
What does d equal to in this case?
What does the notation F state for AB and AC?
What does the notation F state for AB and AC?
What values are attributed to forces F indicated?
What values are attributed to forces F indicated?
What is the correspondence between F and the other variables?
What is the correspondence between F and the other variables?
What is indicated for forces observed in F?
What is indicated for forces observed in F?
What are the x and y components of the forces A and B?
What are the x and y components of the forces A and B?
What is the value given as 195 kNm?
What is the value given as 195 kNm?
What corresponding forces are indicated for F?
What corresponding forces are indicated for F?
What is the overall force of 8.45 kN stated?
What is the overall force of 8.45 kN stated?
What are the forces characterized for F?
What are the forces characterized for F?
What are the indicated values for F based on the angle?
What are the indicated values for F based on the angle?
What is noted for part a), b), and c)?
What is noted for part a), b), and c)?
What information is given for part b)?
What information is given for part b)?
What values were given for part b)?
What values were given for part b)?
What does it mean when it is said 'In equilibrium'?
What does it mean when it is said 'In equilibrium'?
What condition is observed if all move?
What condition is observed if all move?
What is the coefficient of friction stated?
What is the coefficient of friction stated?
What formulas are provided in the statements?
What formulas are provided in the statements?
What expressions are given for the variables?
What expressions are given for the variables?
What is the total moment for Ix?
What is the total moment for Ix?
What are the expressions for Ix and Iy?
What are the expressions for Ix and Iy?
What are the values for Ix and Iy expressed?
What are the values for Ix and Iy expressed?
What is the negative moment -0.380 in⁴ refer to?
What is the negative moment -0.380 in⁴ refer to?
What are the expressed forces C and A in terms of kN?
What are the expressed forces C and A in terms of kN?
What are Ix'-bar and Iy'-bar expressed as?
What are Ix'-bar and Iy'-bar expressed as?
What are the values noted for R?
What are the values noted for R?
What values correspond to R?
What values correspond to R?
Study Notes
Forces and Moments
- 1391 N @ 47.1° indicates a force with magnitude and angle.
- T(AC) = 2.66 kN @ -34.1° represents tension in rod AC.
- 392 # and 346 # may refer to weights or forces, expressed in pounds.
- 474 N @ -32.5° describes another force applied at a specific angle.
- T(AC) = 95.1 # and R = 95.0 # suggest tensions and resultant forces in a system.
Force Components
- Range of forces: 179.3 < P < 669 N shows allowable limits for force P.
- Values a) 220 N, 544 N, and 126.8 N with angles b) 68.5°, 25.0°, and 77.8° refer to multiple forces’ magnitudes and directions.
- Fx, Fy, Fz components: Fx = -1.260 kips, Fy = 1.213 kips, Fz = 0.970 kips indicate forces in 3D space.
Resultant Forces and Angles
- Resultant force R = 913 # with angles θx = 48.2°, θy = 116.6°, θz = 53.4° defines direction of resultant vector.
- P = 926 N ↑ and P = 1553 # show forces acting upwards.
Tension in Cables and Supports
- T(AB) = 30.8# and T(AC) = 62.5 # represent tensions in different cables.
- Moment M(A) = 116.156 #ft k relates to moment about point A.
- M(O) = (3080 Nm) i - (2070 Nm) k expresses moments in vector notation.
Moments and Torque
- Moment values such as M(AB) = -176.6 ft# and M(DB) = 2.28 Nm show calculated moments.
- -6.19 Nm k represents a moment acting in the k direction.
Load Analysis
- F = 48# @ 65° and M = 490 in# detail forces and moments acting at given angles.
- Resulting loads: F = 5 N i + 150 N j - 90 N k along with moment M represent vector form of a force system.
Structural Forces
- Support reaction R = -420 N i - 50 N j - 250 N k indicates how structure interacts under load.
- Set of forces, such as F(AD) = F(CF) = 7.00 kN, reveals internal forces in a framework.
Moments and Forces from Structures
- F(CE) = 36.0 kN T and F(EF) = 15 kN C show tension and compression forces in structural elements.
- Ix and Iy values provide moment of inertia for cross-sectional analysis, key in design calculations.
Equilibrium Conditions
- Key conditions such as In equilibrium F = 36.5 N @ 30° signify balance in forces acting on structures.
- µ = 0.377 and P = 173.9 N relate to friction and weight in mechanics.
Geometry and Measurements
- Centroids defined by X-bar and Y-bar values indicate mass distribution in components.
- Specific moments at distances measured from points (e.g., 10 kNm at 4 m from A) underscore critical loading locations.
Relations and Calculations
- Formulas given (e.g., Vmax = 40 kN and Mmax = 40 kN) illustrate maximum loading capacities.
- Each section provides relevant measures and relationships essential for static analysis.
Studying That Suits You
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Description
Test your knowledge on statics concepts with these flashcards featuring various force and vector problems. Each card presents a unique scenario where you can apply your understanding of forces, angles, and equilibrium. This quiz is ideal for students looking to reinforce their statics skills.