Civil Engineering - Surveying - Discussion

Discussion Forum : Surveying - Section 1 (Q.No. 2)
2.
If h is the difference in level between end points separated by l, then the slope correction is . The second term may be neglected if the value of h in a 20 m distance is less than
m
1 m
2 m
3 m
Answer: Option
Explanation:
No answer description is available. Let's discuss.
Discussion:
67 comments Page 3 of 7.

Aadil said:   8 years ago
The second term may safely be neglected for slopes flatter than about 1 in 25. Therefore,

h^2/2l=25%.
H^2/2*20=0.25,
H^2=10,
H=3.16.=3 (approx).

Aniket said:   7 years ago
In (h^4) / (8l^3), The Value comes out 0.008 (Almost 0%) up to filling of h=2.9. At h=3m the value comes out 0.01.

so, h=3 is the right answer.

Ajaypal singh nirala said:   5 years ago
If the value of h is maximum then h^4 value is greater than the other value. So how is possible to this? Value goes nearest to zero right?

BALA said:   8 years ago
In this case, if we neglected 2nd term the correction should be less 20%. So,(h^2/2x20)<20% or 0.2. results h<2.828 m.

Shiv said:   6 years ago
Correct @Imran.

As we decrease the value of h less than 3, the second term impact becomes negligence so 3 is the answer.

Ramu said:   1 decade ago
Answer is 1

From answer verification, If we substitute 1/2 in second term then it will negligible compared to other.

LATHA said:   7 years ago
H^2=2*20.
=6.32.

SUBSTITUTE THE VALUE IN THE FORMULA.
6.32^2/2*20+6.32^4/8*(20^3).
0.998+2.492=3.4 (approx).
(2)

Naga Raju CH said:   9 years ago
h^2/2l = 1.
h^2/2 * 20 = 1,
h^2/40 = 1.
h^2 = 40.

Therefore(h) =6.32 (how will come 3 answer plz explain briefly).

Ghalib said:   7 years ago
For slope less than 1 in 25 so h/l is less than or eqal to1 in 25 so h is q.

Equal to or less than (.8).

Vaibhav rana said:   8 years ago
@All.

Answer is 1
Very simple put tan(3°)=h/20.
You will get the answer.
h=1m.


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