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À brass wire (Y = 10" N/m²) and a steel %3D wire (Y = 2 x 10" N/m?) of equal length and diameter are suspended from a common rigid support. The free ends A of brass and B of steel at a distance of 75 cm are connected by a horizontal bar, with both the wires vertical and parallel. Calculate the distance of a point from B. at which a load may be attáchod so that th

À brass wire (Y = 10" N/m²) and a steel %3D wire (Y = 2 x 10" N/m?) of equal length and diameter are suspended from a common rigid support. The free ends A of brass and B of steel at a distance of 75 cm are connected by a horizontal bar, with both the wires vertical and parallel. Calculate the distance of a point from B. at which a load may be attáchod so that th

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Á brass wire (Y = 10" N/m²) and a steel %3D wire (Y = 2 x 10" N/m²) of equal length and diameter are suspended from a common rigid support. The free ends A of brass and B of steel at a distance of 75 cm are connected by a %3D horizontal bar, with both the wires vertical and parallel. Calculate the distance of a point from B, at which a load may be attached so that the bar remains horizontal. 75cm (75-x) P,
Transcribed Image Text:Á brass wire (Y = 10" N/m²) and a steel %3D wire (Y = 2 x 10" N/m²) of equal length and diameter are suspended from a common rigid support. The free ends A of brass and B of steel at a distance of 75 cm are connected by a %3D horizontal bar, with both the wires vertical and parallel. Calculate the distance of a point from B, at which a load may be attached so that the bar remains horizontal. 75cm (75-x) P,
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