Calculate the anticipated mid-span deflection in mm for the following wood beam (Round your answer nearest two decimal places with no units, e.g. 4.15) P e13 l13 Beam span (1I) = 2750mm Beam width (b) = 75mm Beam depth (h) = 75mm Load (P) = 29kg Beam Modulus of elasticity (E) = 7175N/mm2 Note: Use 9.81 m/s2² for gravity acceleration Your Answer: Answer Calculate the moment of Inertia in mm4 of a wood beam if: · Beam width is 175 mm Beam depth is 300 mm • Do not add units • Round to nearest Integer (e.g. 15000) Your Answer: Answer
Calculate the anticipated mid-span deflection in mm for the following wood beam (Round your answer nearest two decimal places with no units, e.g. 4.15) P e13 l13 Beam span (1I) = 2750mm Beam width (b) = 75mm Beam depth (h) = 75mm Load (P) = 29kg Beam Modulus of elasticity (E) = 7175N/mm2 Note: Use 9.81 m/s2² for gravity acceleration Your Answer: Answer Calculate the moment of Inertia in mm4 of a wood beam if: · Beam width is 175 mm Beam depth is 300 mm • Do not add units • Round to nearest Integer (e.g. 15000) Your Answer: Answer
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:Calculate the anticipated mid-span deflection in mm for the following wood beam
(Round your answer nearest two decimal places with no units, e.g. 4.15)
P
e13
l13
Beam span (1I) = 2750mm
Beam width (b) = 75mm
Beam depth (h) = 75mm
Load (P) = 29kg
Beam Modulus of elasticity (E) = 7175N/mm2
Note: Use 9.81 m/s2² for gravity acceleration
Your Answer:
Answer
Calculate the moment of Inertia in mm4 of a wood beam if:
· Beam width is 175 mm
Beam depth is 300 mm
• Do not add units
• Round to nearest Integer (e.g. 15000)
Your Answer:
Answer
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