Beliaghata Road - Falti-Banpur
4.3/5
★
based on 8 reviews
Contact Beliaghata Road
| Address : | Golabari-Boalghata Rd, Falti-Banpur, West Bengal 743423, India |
| Postal code : | 743423 |
| Categories : |
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Joydip Ghosh on Google
★ ★ ★ ★ ★ Station is very much good and the environment is very nice.
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soumya dasgupta on Google
★ ★ ★ ★ ★ This is a small railway station on the Sealdah Hasnabad route. Surrounded with fisheries, this station has a picturesque view. However, the platform here is devoid of a shade or a toilet.
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Saugata Sengupta on Google
★ ★ ★ ★ ★ Picturesque tiny station with a solo platform, nice location.
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Sourav Mondal on Google
★ ★ ★ ★ ★ It's a beautiful railway station with nice scenary around it. It has single track on which both up & down trains run. Very calm and cool station , two shops are there except which the area is totally vacant. It gets crowded only few times a day. Near the station, there are number of water bodies which are used for fisheries and they are quiet bigger. One can just only go there to enjoy the environment. On a rainy day or a bright sunny day, this place can be ideal to visit .
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Krishanu Basu on Google
★ ★ ★ ★ ★ Nice, peaceful tiny station near water land
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Anindya Das on Google
★ ★ ★ ★ ★ Empty station.. nice view to the nature from the station. Single line.
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PROKASH BISWAS on Google
★ ★ ★ ★ ★ This is a Beliaghata Road. This is a village area. There are many brick macking Factory. Beside a railway station connection with Hasnabad to Kolkata via Barasat.
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ASTICK MANNA on Google
★ ★ ★ ★ ★ A small station with good environment . And both side canal . So good weather in Samar.( For reach 200 words write it---
calculate weight of steel bar.
Weight = Volume x Density
Volume of bar = πr2h [diameter of cylinder = 8 millimeter and length of cylinder = 1 meter]
Volume of bar = 3.14 x (0.004)2 x 1
Volume of bar = 0.00005024 m3
We know that density = 7850 kg/m3
Weight = 0.00005024 x 7850 = 0.395 kg
PROOF
Unit weight of steel (for 1 meter length) = d2/162 = (8)2/162 = 0.395 kg
Both the values are same, which means the formula is right.
For different lengths, weight of steel = d2/162 x length.))))
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