Skip to main content
HomeMATHalinoEngineering Math Review
  • Home
    • Recent
    • Glossary
    • About
  • Algebra
    • Derivation of Formulas
    • Engineering Economy
    • General Engineering
  • Trigo
    • Spherical Trigonometry
  • Geometry
    • Solid Geometry
    • Analytic Geometry
  • Calculus
    • Integral Calculus
    • Differential Equations
    • Advance Engineering Mathematics
  • Mechanics
    • Strength of Materials
    • Structural Analysis
  • CE
    • CE Board: Math
    • CE Board: Hydro Geo
    • CE Board: Design
    • Surveying
    • Hydraulics
    • Timber Design
    • Reinforced Concrete
    • Geotechnical Engineering
  • Courses
    • Exams
    • Old MCQ
  • Forums
    • Basic Engineering Math
    • Calculus
    • Mechanics
    • General Discussions
  • Blogs

Problem 444 - Analysis of an A-Frame by Method of Members

Problem 444
The frame shown in Figure P-444 is supported by a hinge at A and a roller at E. Compute the horizontal and vertical components of the hinge forces at B and C as they act upon member AC.
 

444-a-frame-given.gif

 

  • Read more about Problem 444 - Analysis of an A-Frame by Method of Members
  • Log in to post comments

Problem 443 - Analysis of Frame by Method of Members

Problem 443
The frame shown in Figure P-443 is hinged to rigid supports at A and E. Find the components of the hinge forces A and E and the forces in members BC and BD.
 

443-given-frame.gif

 

  • Read more about Problem 443 - Analysis of Frame by Method of Members
  • Log in to post comments

Problem 442 - Analysis of Frame by Method of Members

Problem 442
Each member of the frame shown in Figure P-348 weighs 50 lb per ft. Compute the horizontal and vertical components of the pin pressure at C, D, and F.
 

442-given-figure-438.gif

 

  • Read more about Problem 442 - Analysis of Frame by Method of Members
  • Log in to post comments

Problem 441 - Analysis of Frame by Method of Members

Problem 441
the structure shown in Figure P-441 is hinged at A and C. Find the horizontal and vertical components of the hinge force at B, C, and A.
 

441-given-frame.gif

 

  • Read more about Problem 441 - Analysis of Frame by Method of Members
  • Log in to post comments

Problem 440 - Frame Analysis by Method of Members

Problem 440
For the frame loaded as shown in Figure P-440, determine the horizontal and vertical components of the pin pressure at B. Specify directions (up or down; left or right) of the force as it acts upon member CD.
 

440-frame-given.gif

 

  • Read more about Problem 440 - Frame Analysis by Method of Members
  • Log in to post comments

Problem 438 - Truss With Redundant Members

Problem 438
The center diagonals of the truss in Figure P-438 can support tension only. Compute the force in each center diagonal and the force in BC, DE, and FG.
 

438-counter-braces.gif

 

  • Read more about Problem 438 - Truss With Redundant Members
  • Log in to post comments

Problem 437 - Truss With Counter Diagonals

Problem 437
The center panel of the truss in Figure P-437 contains two flexible cables. What load P will cause a compressive force of 20 kN in BD? Then determine which tension diagonal BE or CD is acting and the force in it.
 

437-counter-diagonals.gif

 

  • Read more about Problem 437 - Truss With Counter Diagonals
  • Log in to post comments

Problem 436 - Howe Truss With Counter Braces

In Figure P-420, assume that counter diagonals act from B to E and from E to F in addition to the counter diagonals CD and DG shown in the figure. Assuming that these counter diagonals can support tension only, determine which diagonals are acting and the force in each.
 

420-howe-truss.gif

 

  • Read more about Problem 436 - Howe Truss With Counter Braces
  • Log in to post comments

Problem 435 - Transmission Tower by Method of Sections

Problem 435
For the transmission tower shown in Fig. P-435, determine the force in member CJ.
 

435-transmission-tower-given.gif

 

  • Read more about Problem 435 - Transmission Tower by Method of Sections
  • Log in to post comments

Problem 434 - Scissors Truss by Method of Sections

Problem 434
Compute the force in bars GI, GH, EH, and HI for the scissors truss shown in Fig. P-433.
 

433-scissors-truss-given.gif

 

  • Read more about Problem 434 - Scissors Truss by Method of Sections
  • Log in to post comments

Pagination

  • First page « First
  • Previous page ‹ Previous
  • Page …29
  • Page 30
  • Page 31
  • Page 32
  • Current page 33
  • Page 34
  • Page 35
  • Page 36
  • Page 37 …
  • Next page Next ›
  • Last page Last »

Recent Posts

Hydraulics: Rotating Vessel
8 months 2 weeks ago
Inverse Trigo
1 year 1 month ago
Nine cities served by two competing airlines
1 year 1 month ago
General Solution of $y' = x \, \ln x$
1 year 3 months ago
engineering economics: construct the cash flow diagram
1 year 3 months ago
Spherical Zone with Manim
1 year 4 months ago
Cylindrical Surface with Manim
1 year 4 months ago
MATHalino logo made with Manim
1 year 5 months ago
Lipat Bahay - Moving a Simple Drupal Site from One Server to Another via SSH
1 year 5 months ago
Copy Files Using SCP Command
1 year 5 months ago

Active forum topics

  • Hydraulics: Rotating Vessel
  • Inverse Trigo
  • General Solution of $y' = x \, \ln x$
  • engineering economics: construct the cash flow diagram
  • Eliminate the Arbitrary Constants
  • Law of cosines
  • Maxima and minima (trapezoidal gutter)
  • Special products and factoring
  • Integration of 4x^2/csc^3x√sinxcosx dx
  • application of minima and maxima
More

New forum topics

  • Hydraulics: Rotating Vessel
  • Inverse Trigo
  • General Solution of $y' = x \, \ln x$
  • engineering economics: construct the cash flow diagram
  • Integration of 4x^2/csc^3x√sinxcosx dx
  • Maxima and minima (trapezoidal gutter)
  • Special products and factoring
  • Newton's Law of Cooling
  • Law of cosines
  • Can you help me po to solve this?
More

Recent comments

  • Hydraulics: Rotating Vessel
    Determine the least depth…
    8 months 1 week ago
  • 1005 Finding the depth of well by dropping a stone | Rectilinear Translation
    Solve mo ang h manually…
    8 months 3 weeks ago
  • 1005 Finding the depth of well by dropping a stone | Rectilinear Translation
    Paano kinuha yung height na…
    8 months 3 weeks ago
  • 305 Minimum Diameter of Steel Shaft With Allowable Angle of Twist
    It's the unit conversion…
    9 months ago
  • Inverse Trigo
    Refer to the figure below…
    8 months 4 weeks ago
  • Solution to Problem 686 | Beam Deflection by Method of Superposition
    Yes.
    1 year ago
  • Solution to Problem 686 | Beam Deflection by Method of Superposition
    Sir what if we want to find…
    1 year ago
  • Problem 513 | Friction
    Hello po! Question lang po…
    1 year 1 month ago
  • Solution to Problem 104 Normal Stress
    400000=120[14π(D2−10000)]
    (…
    1 year 2 months ago
  • General Solution of $y' = x \, \ln x$
    Use integration by parts for…
    1 year 3 months ago
Home • Forums • Blogs • Glossary • Recent
About • Contact us • Terms of Use • Privacy Policy • Hosted by Linode • Powered by Drupal
MATHalino - Engineering Mathematics • Copyright 2025 Jhun Vert • All rights reserved