an AP consist of 3 term whose sum is 15 and of the squares of the extreems is 59 Find the term of A P
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3a=15
a= 5
given (a-d)^2+(a+d)^2=58
25+d^2-2ad+25+d^2+2ad=58
50+2d^2=58
2d^2-8=0
d^2-4=0
d=2
s50=25[10+98]
=2700
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