Minimum spacing of vertical stiffeners is limited to (where d is the distance between flange angles)

The maximum spacing of vertical stiffeners is (where d is the distance between flange angles)

A

1.33 d

B

1.25 d

C

1.5 d

D

1.75 d

In a marine flange coupling, the thickness of flange is taken as

A

$$\frac{{\text{d}}}{2}$$

B

$$\frac{{\text{d}}}{3}$$

C

$$\frac{{3{\text{d}}}}{4}$$

D

$$\frac{{\text{d}}}{4}$$

Intermediate vertical stiffeners in a plate girder need be provided if the depth of web exceeds (where t is thickness of web)

A

50t

B

85t

C

200t

D

250t

If the sum of two adjacent angles is equal to two right angles, then the two angles are ----

A

adjacent angles

B

straight angles

C

supplementary angles

D

condemnatory angles

Rivets connecting flange angles to cover plates in a plate girder are subjected to

A

Horizontal shear only

B

Vertical load only

C

Both (A) and (B)

D

None of the above

Flange-way clearance is the distance

A

Between the adjoining faces of the running rail and the check rail near the crossing

B

Between the gauge faces of the stock rail and the tongue rail

C

Through which the tongue rail moves laterally at the toe of the switch

D

None of the above

Three angles of a triangle are in proportion 5 : 6 : 7. Then what is the difference in degrees between the biggest and the smallest angles ?

A

15

B

20

C

25

D

30

Three angles of a triangle are in proportion 5: 6:7 . Then what is the difference in degrees between the biggest and the smallest angles?

A

10°

B

20°

C

25°

D

30°

Three angles of a triangle are in proportion 5 : 6 : 7. Then what is the difference in degrees between the biggest and the smallest angles?

A

10°

B

20°

C

25°

D

30°

Three angles of a triangle are in proportion 5: 6: 7. Then what is the difference in degrees between he biggest and the smallest angles?

A

20°

B

10°

C

30°

D

25°

Minimum spacing of vertical stiffeners is limited to (where d is the distance between flange angles)

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