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A simply supported rectangular RCC beam (length L = 3 m) of 250 mm width and 400 mm depth is subjected to the concentrated load as shown in figure. It is to be designed as a singly reinforced beam with 4, 16 mm dia steel bars on the tension side. Consider M20 and Fe 415 steel. The maximum value of P that can be applied safely in kN is ___.(round up to 2 decimal places)a)42b)43.5Correct answer is between '42,43.5'. 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 A simply supported rectangular RCC beam (length L = 3 m) of 250 mm width and 400 mm depth is subjected to the concentrated load as shown in figure. It is to be designed as a singly reinforced beam with 4, 16 mm dia steel bars on the tension side. Consider M20 and Fe 415 steel. The maximum value of P that can be applied safely in kN is ___.(round up to 2 decimal places)a)42b)43.5Correct answer is between '42,43.5'. 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 A simply supported rectangular RCC beam (length L = 3 m) of 250 mm width and 400 mm depth is subjected to the concentrated load as shown in figure. It is to be designed as a singly reinforced beam with 4, 16 mm dia steel bars on the tension side. Consider M20 and Fe 415 steel. The maximum value of P that can be applied safely in kN is ___.(round up to 2 decimal places)a)42b)43.5Correct answer is between '42,43.5'. Can you explain this answer?.

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Here you can find the meaning of A simply supported rectangular RCC beam (length L = 3 m) of 250 mm width and 400 mm depth is subjected to the concentrated load as shown in figure. It is to be designed as a singly reinforced beam with 4, 16 mm dia steel bars on the tension side. Consider M20 and Fe 415 steel. The maximum value of P that can be applied safely in kN is ___.(round up to 2 decimal places)a)42b)43.5Correct answer is between '42,43.5'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of A simply supported rectangular RCC beam (length L = 3 m) of 250 mm width and 400 mm depth is subjected to the concentrated load as shown in figure. It is to be designed as a singly reinforced beam with 4, 16 mm dia steel bars on the tension side. Consider M20 and Fe 415 steel. The maximum value of P that can be applied safely in kN is ___.(round up to 2 decimal places)a)42b)43.5Correct answer is between '42,43.5'. Can you explain this answer?, a detailed solution for A simply supported rectangular RCC beam (length L = 3 m) of 250 mm width and 400 mm depth is subjected to the concentrated load as shown in figure. It is to be designed as a singly reinforced beam with 4, 16 mm dia steel bars on the tension side. Consider M20 and Fe 415 steel. The maximum value of P that can be applied safely in kN is ___.(round up to 2 decimal places)a)42b)43.5Correct answer is between '42,43.5'. Can you explain this answer? has been provided alongside types of A simply supported rectangular RCC beam (length L = 3 m) of 250 mm width and 400 mm depth is subjected to the concentrated load as shown in figure. It is to be designed as a singly reinforced beam with 4, 16 mm dia steel bars on the tension side. Consider M20 and Fe 415 steel. The maximum value of P that can be applied safely in kN is ___.(round up to 2 decimal places)a)42b)43.5Correct answer is between '42,43.5'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice A simply supported rectangular RCC beam (length L = 3 m) of 250 mm width and 400 mm depth is subjected to the concentrated load as shown in figure. It is to be designed as a singly reinforced beam with 4, 16 mm dia steel bars on the tension side. Consider M20 and Fe 415 steel. The maximum value of P that can be applied safely in kN is ___.(round up to 2 decimal places)a)42b)43.5Correct answer is between '42,43.5'. Can you explain this answer? tests, examples and also practice Civil Engineering (CE) tests.