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Answered by
7
we know that if a,b,c are in AP then a+c=2b
so in this question..
we have to find AM between a+b and a-b

hope this will help you
so in this question..
we have to find AM between a+b and a-b
hope this will help you
Answered by
3
If a, b, c are in AP, 2b = a + c
b is the Arithmetic Mean (AM) between a and c.
(a+b)+(a-b)÷2=2
2a÷2
= a
b is the Arithmetic Mean (AM) between a and c.
(a+b)+(a-b)÷2=2
2a÷2
= a
anmol962810:
10 standard
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