If 4,a b,28 are in arithmetic progression then the value of 'b' is
option
A. 20
B.19
C.23
D.12
Answers
Answered by
9
Answer:
20 is solution for this question
Answered by
10
Given : 4,a,b,28 are in arithmetic progression
To Find :
the value of b
A. 20. B.19. C. 23. D. 12.
Solution:
4,a,b,28 are in arithmetic progression
=> a - 4 = b - a = 28 - b = common difference
a - 4 = 28 - b
=> a + b = 32
a - 4 = b - a
=> 2a = b + 4
=> 2a - b = 4
a + b = 32
2a - b = 4
=> 3a = 36
=> a = 12
b = 20
Value of b = 20
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