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Consider a square-shaped area ABCD on the ground with its centre at M as shown in the figure. Four concentrated vertical load of P = 5000 kN are applied on this area, at each corner. 
The vertical stress increment (in kPa, up to one decimal place) due to these loads according to the  Boussinesq’s equation, at a point 5 m right below M, is______ 
    Correct answer is '191.36'. Can you explain this answer?
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    Consider a square-shaped area ABCD on the ground with its centre at M as shown in the figure. Four concentrated vertical load of P = 5000 kN are applied on this area, at each corner.The vertical stress increment (in kPa, up to one decimal place) due to these loads according to the Boussinesq’s equation, at a point 5 m right below M, is______Correct answer is '191.36'. Can you explain this answer?
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    Consider a square-shaped area ABCD on the ground with its centre at M as shown in the figure. Four concentrated vertical load of P = 5000 kN are applied on this area, at each corner.The vertical stress increment (in kPa, up to one decimal place) due to these loads according to the Boussinesq’s equation, at a point 5 m right below M, is______Correct answer is '191.36'. Can you explain this answer? for Civil Engineering (CE) 2024 is part of Civil Engineering (CE) preparation. The Question and answers have been prepared according to the Civil Engineering (CE) exam syllabus. Information about Consider a square-shaped area ABCD on the ground with its centre at M as shown in the figure. Four concentrated vertical load of P = 5000 kN are applied on this area, at each corner.The vertical stress increment (in kPa, up to one decimal place) due to these loads according to the Boussinesq’s equation, at a point 5 m right below M, is______Correct answer is '191.36'. Can you explain this answer? covers all topics & solutions for Civil Engineering (CE) 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Consider a square-shaped area ABCD on the ground with its centre at M as shown in the figure. Four concentrated vertical load of P = 5000 kN are applied on this area, at each corner.The vertical stress increment (in kPa, up to one decimal place) due to these loads according to the Boussinesq’s equation, at a point 5 m right below M, is______Correct answer is '191.36'. Can you explain this answer?.
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