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Two steel plates of 20 (outer) and 25 (inner) millimeters are tied together by a solder binder of 32 mm thickness. In-line gap (millimeter) of these binder should not exceed _____.
  • a)
    300
  • b)
    960
  • c)
    640
  • d)
    480
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
Two steel plates of 20 (outer) and 25 (inner) millimeters are tied tog...
To find the maximum acceptable in-line gap between the two steel plates, we need to consider the total thickness of the plates and the solder binder.

Given:
Outer plate thickness (t1) = 20 mm
Inner plate thickness (t2) = 25 mm
Solder binder thickness (t3) = 32 mm

We need to find the maximum in-line gap (g) between the plates.

Total thickness of the plates and binder (T) = t1 + t3 + t2 = 20 mm + 32 mm + 25 mm = 77 mm

Let's assume the in-line gap between the plates is g.

The minimum acceptable thickness of the in-line gap should be such that the total thickness of the plates and binder (T) is maintained. Therefore, the maximum in-line gap can be calculated as:

g = T - t1 - t2 = 77 mm - 20 mm -25 mm = 32 mm

Therefore, the maximum acceptable in-line gap between the two steel plates is 32 mm.

Conclusion:
The maximum acceptable in-line gap between the two steel plates should not exceed 32 mm. Therefore, the correct answer is option A) 300 mm.
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Community Answer
Two steel plates of 20 (outer) and 25 (inner) millimeters are tied tog...
General design consideration for structural fasteners are as follows:

Where t = thickness of thinner plate
Calculation:
Given data;
t = thickness of thinner plate = 20 mm
The In-line gap (millimeter) of these binder should be
= 32t or 300 mm, whichever is less
= 32 × 20 mm or 300 mm, whichever is less
= 640 mm or 300 mm, whichever is less
Hence, The In-line gap (millimeter) of these binder should be 300 mm.
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Two steel plates of 20 (outer) and 25 (inner) millimeters are tied together by a solder binder of 32 mm thickness. In-line gap (millimeter) of these binder should not exceed _____.a)300b)960c)640d)480Correct answer is option 'A'. Can you explain this answer?
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