Problem 2: Inputs: ● ● ● ● A = (3, 3) ft B = (9, 12) ft C = (3, 1) ft D = (9, 6) ft same as previous problem same as previous problem Compute the centroid of the shaded region. For this problem, you must use the tabular approach, and you must use the shapes shown below. same as previous problem same as previous problem a) Computex using the tabular method b) Compute y using the tabular method A C Positive Shapes Horizontal from "A" 2 These are the three shapes you must use in your solution. There are obviously many different shapes you could use, but you are required to use these so everyone is on the same page from a grading point of view. B D D Location of "D" depends on inputs X A A C C X Negative Shape y Connect "C" to "D" B D B Height depends on inputs D X → X
Problem 2: Inputs: ● ● ● ● A = (3, 3) ft B = (9, 12) ft C = (3, 1) ft D = (9, 6) ft same as previous problem same as previous problem Compute the centroid of the shaded region. For this problem, you must use the tabular approach, and you must use the shapes shown below. same as previous problem same as previous problem a) Computex using the tabular method b) Compute y using the tabular method A C Positive Shapes Horizontal from "A" 2 These are the three shapes you must use in your solution. There are obviously many different shapes you could use, but you are required to use these so everyone is on the same page from a grading point of view. B D D Location of "D" depends on inputs X A A C C X Negative Shape y Connect "C" to "D" B D B Height depends on inputs D X → X
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
Transcribed Image Text:Problem 2:
Inputs:
●
A = (3, 3) ft
B = (9, 12) ft
C=(3, 1) ft
D = (9, 6) ft
y
Compute the centroid of the shaded region. For this
problem, you must use the tabular approach, and you
must use the shapes shown below.
a) Computex using the tabular method
b) Compute y using the tabular method
same as previous problem
same as previous problem
A
same as previous problem
same as previous problem
C
Positive Shapes
Horizontal from "A"
These are the three shapes you must use in your solution. There are obviously many different shapes you
could use,
but you are required to use these so everyone is on the same page from a grading point of view.
2
B
D
Location of "D"
depends on inputs
y
X
A
A
C
Negative Shape
y
Connect "C" to "D"
B
D
B
Height depends on inputs
D
X
X
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