show that a-b, a and a+b are consecutive terms of AP
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Answered by
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hope this helps you...
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Anny121:
good answer :)
Answered by
6
Hey friend!!
Here's ur answer...
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For the given terms to be in AP, the common difference should be same.
i. e.
a - (a - b) = a - a + b = b.
a + b - (a) = a + b - a = b.
In the given terms, the common difference is same (b).
So, the given terms are in AP.
========================
Hope it may help you...
Thank you :) :))
Here's ur answer...
========================
For the given terms to be in AP, the common difference should be same.
i. e.
a - (a - b) = a - a + b = b.
a + b - (a) = a + b - a = b.
In the given terms, the common difference is same (b).
So, the given terms are in AP.
========================
Hope it may help you...
Thank you :) :))
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