Using the Portal Method, determine the horizontal reactions of the supports A, B and C of the frame shown. All supports are fixed. The cross-sectional areas of the columns are indicated below. 4. (. rUsing the Portal Method, determine the horizontal reactions of the supports A, B and C of the frame shown.All supports are fixed. The cross-sectional areas of the columns are indicated below.–3 kGHI12 ft-6kDEF18 ftВC-20 ft-20 ft12 in?8 in²10 in?

According to the assumptions of the portal method, The points of inflexion are located at the…

4. (. p-, Using the Portal Method, determine the horizontal reactions of the supports A, B and C of the frame shown. All supports are fixed. The cross-sectional areas of the columns are indicated below. <3k G H I 12 ft -6 k D E F 18 ft A B C 20 ft 20 ft- 12 in? 8 in? 10 in? -I:

4. (. p-, Using the Portal Method, determine the horizontal reactions of the supports A, B and C of the frame shown. All supports are fixed. The cross-sectional areas of the columns are indicated below. <3k G H I 12 ft -6 k D E F 18 ft A B C 20 ft 20 ft- 12 in? 8 in? 10 in? -I:

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Question

Using the Portal Method, determine the horizontal reactions of the supports A, B and C of the frame shown.
All supports are fixed. The cross-sectional areas of the columns are indicated below.

4. (. r
Using the Portal Method, determine the horizontal reactions of the supports A, B and C of the frame shown.
All supports are fixed. The cross-sectional areas of the columns are indicated below.
–3 k
G
H
I
12 ft
-6k
D
E
F
18 ft
В
C
-20 ft
-20 ft
12 in?
8 in²
10 in?

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