What the Heck it's ?I have told to submit Handwritten answer still this Useless Fellow providided This kind of Typed answer.So stop being selfish for Money ,If you can't Provide Handwritten answer just skip it ,There are so many good tutors out there who can solve.[This solution gonna get 25 Downvotes for sure] Step1a)Centroid is defined as a point inside oroutside the figure where whole are of thesurface can be concentrated at that point.The general expression of centroid is givenbyX =y=A1x1+A2x2+A3x3+....A₁+A2+A3+....A1y1+A2y2+A3y3+...A₁+A2+A3+....Step2b)Now,So, x-co-ordinate of centroid of the givenfigure is 1.75 cm. 32.mпує 0.5 ст112- 5cmHere you need to Hind↓0.5cmPerimeter Line.Xx-co-ordinate of the Centeroid of the

Answered: Image /qna-images/answer/9486999b-4996-4dd0-8c07-7ba293ad1dba.jpg

Answered: 32.м т пу є 0.5 cm 12- 5 ст эт 0.5cm X

Engineering

Mechanical Engineering

32.м т пу є 0.5 cm 12- 5 ст эт 0.5cm X

International Edition---engineering Mechanics: Statics, 4th Edition

4th Edition

ISBN:9781305501607

Author:Andrew Pytel And Jaan Kiusalaas

Publisher:Andrew Pytel And Jaan Kiusalaas

Chapter8: Centroids And Distributed Loads

Section: Chapter Questions

Problem 8.38P: The equation of the catenary shown is y = 100 cosh (x/100) where x and y are measured in feet (the...

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Question

What the Heck it's ? I have told to submit Handwritten answer still this Useless Fellow providided This kind of Typed answer. So stop being selfish for Money ,If you can't Provide Handwritten answer just skip it ,There are so many good tutors out there who can solve. [This solution gonna get 25 Downvotes for sure]

Step1
a)
Centroid is defined as a point inside or
outside the figure where whole are of the
surface can be concentrated at that point.
The general expression of centroid is given
by
X =
y
=
A1x1+A2x2+A3x3+....
A₁+A2+A3+....
A1y1+A2y2+A3y3+...
A₁+A2+A3+....
Step2
b)
Now,
So, x-co-ordinate of centroid of the given
figure is 1.75 cm.

32.m
пу
є 0.5 ст
1
12- 5cm
Here you need to Hind
↓0.5cm
Perimeter Line.
X
x-co-ordinate of the Centeroid of the

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