9. The relationship between the average value of masonry strength 1 , the standard value of masonry strength 1, and the design value of masonry strength 1 is A: 1 > 1, > 1k ; B: 1„ > 1 > e; C: 1, > 1k > 1 ; D: 1 > 1 > 1 m • m
9. The relationship between the average value of masonry strength 1 , the standard value of masonry strength 1, and the design value of masonry strength 1 is A: 1 > 1, > 1k ; B: 1„ > 1 > e; C: 1, > 1k > 1 ; D: 1 > 1 > 1 m • m
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
![9. The relationship between the average value of masonry strength 1 „ ,
the standard value of masonry strength f, and the design value of
masonry strength ↑ is
(
A: 1 > 1, > 1; ;
B: 1, > 1 > 1; :
C: 1m > 1 > 1 ;
D: 1, > 1 > 1m •
10. Which is false of the following prestress loss combination ?
A: Pre-tensioning method, on = 0 , +012 +013 + O14
II
B: Pre-tensioning method, O = 0 15
C: Post-tensioning method, on = 0 +012 + 013
/I
D: Pre-tensioning method, om = 0 14 + 015 +016
/II](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F359179a0-b197-4e8f-8ebc-c9e4c67b8507%2F9f146ea6-7710-4ae3-bf03-d94b40cd7f8f%2Fmsst0s_processed.jpeg&w=3840&q=75)
Transcribed Image Text:9. The relationship between the average value of masonry strength 1 „ ,
the standard value of masonry strength f, and the design value of
masonry strength ↑ is
(
A: 1 > 1, > 1; ;
B: 1, > 1 > 1; :
C: 1m > 1 > 1 ;
D: 1, > 1 > 1m •
10. Which is false of the following prestress loss combination ?
A: Pre-tensioning method, on = 0 , +012 +013 + O14
II
B: Pre-tensioning method, O = 0 15
C: Post-tensioning method, on = 0 +012 + 013
/I
D: Pre-tensioning method, om = 0 14 + 015 +016
/II
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