if three distinct real numbers a,b,c, are in A.P. Then which of the following are also use in A.P.:
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Let d be the common difference of the A.P.
Given, 4=abc
=(b−d)b(b+d)
=b(b
2
−d
2
)
=b
3
−bd
2
Therefore, b
3
=4+bd
2
.
Since b>0 and d
2
≥0, so b
3
≥4.
⇒b≥4
3
1
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