Civil Engineering - Strength of Materials - Discussion
Discussion Forum : Strength of Materials - Section 3 (Q.No. 9)
9.
A steel rod of 2 cm diameter and 5 metres long is subjected to an axial pull of 3000 kg. If E = 2.1 x 106, the elongation of the rod will be
Discussion:
38 comments Page 2 of 4.
Ataa alkaby said:
6 years ago
The right answer is 0.0275mm.
Deep said:
7 years ago
P = 3000kg = 30000N,
L = 5000mm,
D = 20mm,
E = 2.1*10^6 N/mm^2.
So elongation = 30000*5000*4/3.14*400*2.1*10^6,
Ans = .2274... = 0.2275.
L = 5000mm,
D = 20mm,
E = 2.1*10^6 N/mm^2.
So elongation = 30000*5000*4/3.14*400*2.1*10^6,
Ans = .2274... = 0.2275.
Utsav said:
7 years ago
C is the correct answer.
Akshay said:
7 years ago
0.02275 is the right answer.
Subham said:
7 years ago
A = 314.16,
P=3000kg=3000*10=30000N,
L=5m=5000mm,
E=2.1*10^6.
Elongation= Pl/AE.
= (30000* 5000)/(314.16 * 2.1 * 10^6).
= 0.2275 mm.
So, B is the right answer.
P=3000kg=3000*10=30000N,
L=5m=5000mm,
E=2.1*10^6.
Elongation= Pl/AE.
= (30000* 5000)/(314.16 * 2.1 * 10^6).
= 0.2275 mm.
So, B is the right answer.
Kaiwang Domta said:
7 years ago
Given;
dl = (PxL)/(A.xE)
P = 3000kg, L=5m = 500cm.
A = 3.14x (2/2)>^2 = 3.14 cm^2.
E = 2.1x10^6 it/cm^2.
Putting the values in the formula.
dl = (3000kg x 500cm)/(3.14cm^2x2.1x10^6kg/cm^2).
Deduct the dimensions and zero we get;
dl= (15/3.14x2.1x10)=15/65.94=0.2275mm.
So, Answer :B
dl = (PxL)/(A.xE)
P = 3000kg, L=5m = 500cm.
A = 3.14x (2/2)>^2 = 3.14 cm^2.
E = 2.1x10^6 it/cm^2.
Putting the values in the formula.
dl = (3000kg x 500cm)/(3.14cm^2x2.1x10^6kg/cm^2).
Deduct the dimensions and zero we get;
dl= (15/3.14x2.1x10)=15/65.94=0.2275mm.
So, Answer :B
Shubam said:
7 years ago
Units of E is in kg/cm2. So the answer is A.
Raki Mudaliar said:
7 years ago
@All.
A) If we convert all the necessary data into "mm" & keeping load in "kgs",
We get,
(3000*5000)/(314.16*2.1e^6) = 0.0227 mm.
B) If we covert the data in "cm", we get
(3000*500)/(3.142*2.1e^6) = 0.2273 cm.
C) If we convert only length in "mm" & keeping dia in "cm" we get,
(3000*5000)/3.142*2.1e^6) = 2.274 unknown units and wrong procedure.
D) If we convert load in "N" & all dimensions in "cm", we get
(3000*9.81*500)/(3.142*2.1e^6) = 2.230 cm.
E) If "E" is given in Kgs/cm^2, we get
(3000*5000)/(314.16*2.1e^8) = 0.0002274 mm, which is not in the given answer.
But the given answer is in "mm", and the correct one is "C" which is in "mm"
A) If we convert all the necessary data into "mm" & keeping load in "kgs",
We get,
(3000*5000)/(314.16*2.1e^6) = 0.0227 mm.
B) If we covert the data in "cm", we get
(3000*500)/(3.142*2.1e^6) = 0.2273 cm.
C) If we convert only length in "mm" & keeping dia in "cm" we get,
(3000*5000)/3.142*2.1e^6) = 2.274 unknown units and wrong procedure.
D) If we convert load in "N" & all dimensions in "cm", we get
(3000*9.81*500)/(3.142*2.1e^6) = 2.230 cm.
E) If "E" is given in Kgs/cm^2, we get
(3000*5000)/(314.16*2.1e^8) = 0.0002274 mm, which is not in the given answer.
But the given answer is in "mm", and the correct one is "C" which is in "mm"
Sudip Byapari said:
8 years ago
2. 274 is the correct answer.
Anjan paul said:
8 years ago
dia=2cm, A=3.1416cm^2,
P=3000kg, L=5m=500cm, (E=2.1*10^6 Kg/cm^2)
Now, (PL/AE)={(3000*500)/(3.1416*2.1*10^6)} {(kg*cm)/(cm^2*(kg/cm^2))}
PL/AE= {(15*10^5)/(3.1416*21*10^5)} (cm)
PL/AE=0.22736cm =2.274~ 2.275mm.
So, answer is 2.275mm.
P=3000kg, L=5m=500cm, (E=2.1*10^6 Kg/cm^2)
Now, (PL/AE)={(3000*500)/(3.1416*2.1*10^6)} {(kg*cm)/(cm^2*(kg/cm^2))}
PL/AE= {(15*10^5)/(3.1416*21*10^5)} (cm)
PL/AE=0.22736cm =2.274~ 2.275mm.
So, answer is 2.275mm.
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