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Strength of Materials

SFD & BMD -Overhanging Beams - Standard Cases

Match List -I...

Question

Match List -I (Type and position of force on cantilever and select the correct, answer using the codes given below the lists:

List - I
A. Carrying linearly varying load from zero at its free end and maximum at the fixed end
B. Subjected to uniformly distributed load
C. Carrying concentrated load at its free end
D. Whose free end is subjected to a couple

List -II

1. Parabola
2. Rectangle
3. Cubic Parabola
4. Triangle

A

A B C D
1 2 3 4

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B

A B C D
4 3 2 1

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C

A B C D
3 1 4 2

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D

A B C D
1 3 4 2

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Solution

The correct option is C A B C D
3 1 4 2
(c)

A B C D
3 1 4 2

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Q. Match List-I (Support) with List-II (Shear Coefficients) and select the correct answer using the codes given below the lists

List-I
A. At end support, for imposed load (not fixed)
B. At inside support, next to end support, for
imposed load (fixed)
C. At end support, for dead load and (fixed)
imposed load
D. At all other interior supports (other than at 'B'),
for imposed load (fixed)

List-II
1. 0.5
2. 0.55
3. 0.60
4. 0.45
5. 0.4
Codes:
A B C D

Q. Match List -I (Loading Condition ) with List -II (Maximum Slope) and select the correct answer using the codes given below the lists (E = Modulus of elasicity, I = Area moment of inertia):

List - I
A. Cantilever with concentrated load W at free end
B. Canilever with udl (w/uinit length) across the complete span (W = wL)
C. Simply supported beam with concentrated load W at the centre
D. Simply supported beam with udl (w/unit length ) across complete span (W = wL)

List - II

1.

\frac{W L^{2}}{16 E I}

\frac{W L^{2}}{24 E I}

\frac{W L^{2}}{2 E I}

\frac{W L^{2}}{6 E I}

Codes :

A B C D

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