The Young's modulus of the material of a wire is 6 × 10^12 N/m^2 and there is no transverse in it, then its modulus of rigidity will be
SOLVED: A cable is 100 m long and has a cross-sectional area of 1 mm². A 1000 N force is applied to stretch the cable. The elastic modulus for the cable is
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ass section area =1 mm2=1×(10−3)2=10−6 m2 Aet ht =0 dVlums =100 cm3 N..
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A steel wire if 1 m long and 1 mm^2 cross section area is hanged from rigid end when weight of 1 kg is hang from it, then change in length will
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SOLVED: QUESTION 13 Write the equivalent statement for the following units: a) 1 mm^2 = m^2 b) kg = lb c) l = ml d) 1 in^3 = cm^3
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a steel wire is 1 m long and 1 mm2 in area of cross section. If it takes 200 N to stretch this wire by 1mm, how much force will be required
