University:
Michigan State University
Course:
ERG 160 | Success in Science, Technology, Engineering, and Mathematics
Academic year:

2019
Views:

257

Pages:

1
Author:

behend6abs

COSMOS: Complete Online Solutions Manual Organization System Chapter 9, Solution 196. I xy = −11.0 in 4 From Problem 9.195 Compute I x and I y for area of Problem 9.195 3 Ix = 5 in. × ( 0.5 in.) 12  ( 0.5 in.)( 4 in.)3  2 + 2 + ( 4 in. × 0.5 in.)(1.0 in.)  12   = 9.38542 in 4  ( 0.5 in.)3 ( 4 in.)  0.5 in. × ( 5 in.)3 2 Iy = 2 + ( 4 in. × 0.5 in.)( 2.75 in.)  + 12 12   = 35.54167 in 4 X ( 9.38542, −11) , Define points Now I ave = Ix + I y 2 = R= Y ( 35.54167, 11) 9.38542 in 4 + 35.54167 in 4 = 22.46354 in 4 2 2 and and  Ix − I y    + I xy  2  ( ) 2 2 = 2  9.38542 − 35.54167    + (11.0 ) 2   = 17.08910 in 4 Also Then   − 2 ( −11.0 ) 2θ m = tan −1   = − 40.067  9.38542 − 35.54167  or θ m = − 20.0° clockwise I max, min = I ave ± R = 22.46354 ± 17.08910 = 39.55264, 5.37444 Note: The a axis corresponds to I min and b axis corresponds to I max . or I max = 39.6 in 4 I min = 5.37 in 4

COSMOS Chapter 9 Solution 196

of 1

Description

Free up your schedule!

Take 5 seconds to unlock