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a, a1, a2, ...., a2n b are in AP and a, g1, g2, g3,...,g2n, b are in GP and h is the harmonic mean of

a, a1, a2, ...., a2n b are in AP and a, g1, g2, g3,...,g2n, b are in GP and h is the harmonic mean of a and b, if a1+a2n/g1g2n + a2+a2n-1/g2g2n-1 + ... + an+an-1/gngn+1 is equal to kn/20h, then find the value of k

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