MembersADBECFDEEFFHEGGHSectionsW360*122W360*122W360*179W310*74W310*74W360*179W310*143W310*60Ix*10° (mm²)365365227165165227348129ly*10 (mm) Length (m)4.84.84.87.26.64.24.26.661.561.524.223.423.424.211318.3 Determine effective length factor (K) for the Columnsmoment resisting frame (uninhabited).SectionDW 360 x 122Pinned AL = 4.80 mW 310 x 74SectionI L = 7.20 mHW 310 x 143W 360 x 122GEFixed BIW 310 x 60L = 6.60 mL = 4.80 mL = 6.60 mIW 310 x 74IW 360 x 179W 360 x 179CF, FH & ADHFFixedA SectionL = 4.20 mHSectionA SectionL = 4.80 mCHSSectionin the following

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Determine effective length factor (K) for the moment resisting frame (uninhabited). Section W 360 x 122 Pinned D. W 310 x 74 I Section L = 4.80 m W 310 x 143 L = 7.20 m W 360 x 122 G E BO L = 4.20 m Columns L = 4.80 m W 310 x 60 L = 6.60 m W 310 x 74 L = 6.60 m I W 360 x 179 W 360 x 179 CF, FH & AD H F Section L = 4.20 m H Section A Section L = 4.80 m Hs Section in the following

Determine effective length factor (K) for the moment resisting frame (uninhabited). Section W 360 x 122 Pinned D. W 310 x 74 I Section L = 4.80 m W 310 x 143 L = 7.20 m W 360 x 122 G E BO L = 4.20 m Columns L = 4.80 m W 310 x 60 L = 6.60 m W 310 x 74 L = 6.60 m I W 360 x 179 W 360 x 179 CF, FH & AD H F Section L = 4.20 m H Section A Section L = 4.80 m Hs Section in the following

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Question

Members
AD
BE
CF
DE
EF
FH
EG
GH
Sections
W360*122
W360*122
W360*179
W310*74
W310*74
W360*179
W310*143
W310*60
Ix*10° (mm²)
365
365
227
165
165
227
348
129
ly*10 (mm) Length (m)
4.8
4.8
4.8
7.2
6.6
4.2
4.2
6.6
61.5
61.5
24.2
23.4
23.4
24.2
113
18.3

Determine effective length factor (K) for the Columns
moment resisting frame (uninhabited).
Section
D
W 360 x 122
Pinned A
L = 4.80 m
W 310 x 74
Section
I L = 7.20 m
H
W 310 x 143
W 360 x 122
G
E
Fixed B
I
W 310 x 60
L = 6.60 m
L = 4.80 m
L = 6.60 m
I
W 310 x 74
I
W 360 x 179
W 360 x 179
CF, FH & AD
H
F
Fixed
A Section
L = 4.20 m
HSection
A Section
L = 4.80 m
CHS
Section
in the following

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Electron capture is a variant on beta-radiation. The lightest nucleus to decay by electron capture is 7Be -- beryllium-7. The daughter nucleus is 7Li -- lithium-7. The electron is transformed into a massless particle (a neutrino): e − + 7 B e + ⟶ 7 L i + ν The initial electron is bound in the atom, so the beryllium mass includes the electron. In fact, since the electron starts bound in the atom, a more-accurate statement of the nuclear reaction is probably: 7 B e ⟶ 7 L i + ν The masses are beryllium: 7.016929 u, and lithium: 7.016003 u, and refer to the neutral atom as a whole. (Use uc and uc2 as your momentum and energy units -- but carry them along in your calculation.) The initial beryllium atom is stationary. Calculate the speed of the final lithium nucleus in km/s. (You will make life much easier for yourself if you recognize that practically all the energy released goes into the lighter particle. c = 300,000 km/s)