The sum of four consecutive terms of an ap is 32 and ratio of product of frst and last term to two middle terms is 7:15
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let the four consecutive terms be a, a+d, a+2d, a+3d.
now according to question
a+a+d+a+2d+a+3d = 32
4a+6d = 32
2a+3d = 16
a=2 and d = 4
also a*(a+3d) / (a+d)*(a+2d) =7/15 (given in the question)
here also a=2 and d=4 satisfies the equation.
so the consecutive four terms are
a = 2
a+d=2+4=6
a+2d=2+2*4=10
and a+3d=2+3*4=14
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