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The maximum deflection for a beam carrying three point loads W,uniformly spaced is given by A) WL^3/48EI B) 5WL^3/384EI C)23WL^3/648EI D) 19WL^3/384EI?
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The maximum deflection for a beam carrying three point loads W,uniform...
Maximum Deflection for a Beam Carrying Three Point Loads

To find the maximum deflection for a beam carrying three point loads uniformly spaced, we can use the formula derived from the theory of elasticity and beam bending. The formula is given as:

D = WL^3 / (48EI)

Where:
D = Maximum deflection
W = Magnitude of each point load
L = Length of the beam
E = Modulus of elasticity of the material
I = Moment of inertia of the beam's cross-sectional area

Now, let's go through the options one by one and determine which one is correct.

Option A) WL^3/48EI
This is the correct formula for the maximum deflection. It follows the standard formula derived from beam bending theory.

Option B) 5WL^3/384EI
This formula is not correct. It is not the standard formula for the maximum deflection of a beam carrying three point loads.

Option C) 23WL^3/648EI
This formula is also not correct. It does not match the standard formula for the maximum deflection.

Option D) 19WL^3/384EI
This formula is not correct either. It does not match the standard formula for the maximum deflection.

Conclusion:
The correct answer is Option A) WL^3/48EI. This formula gives the maximum deflection for a beam carrying three point loads uniformly spaced. It is important to use the correct formula in order to accurately calculate the deflection and ensure the structural integrity of the beam.
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The maximum deflection for a beam carrying three point loads W,uniformly spaced is given by A) WL^3/48EI B) 5WL^3/384EI C)23WL^3/648EI D) 19WL^3/384EI?
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