Q5.
Find a, b and c such that the following numbers are in AP: a,
7, b, 23 and c.
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Answer:
according to AP common difference are equal
t2-t1=t3-t2; t1....= first terms respectively
7-a=b-7;
-a-b=-7-7:
; a+b=14
b-7=23-b
; b+b=23+7;
2b=30;
b=30/2;
b= 15
substitute b value in first equation we get
a+b=14
a+15=14
a=14_15
a=-1
c-23=23-b
c+b=23+23
c+b=46
substitute b in above we get
c+b=46
c+15=46
c=46-15
c=31
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