In this paper, we find the greatest values alpha(1), alpha(2), alpha(3), alpha(4), alpha(5), alpha(6), alpha(7), alpha(8) and the least values beta(1), beta(2), beta(3), beta(4), beta(5), beta(6), beta(7), beta(8) such that the double inequlities A alpha(1)(a, b)G(1-alpha 1) (a, b) < N-GA(a, b) < A(beta 1) (a, b)G(1-beta 1) (a, b), alpha(2)/G(a, b) + 1 - alpha(2)/A(a, b) < 1/N-GA (a, b) < beta(2)/G(a, b) + 1 - beta(2)/A(a, b), A alpha 3 (a, b) G(1-alpha 3) (a, b) < N-AG (a, b) < A(beta 3) (a, b)G(1-beta 3) (a, b), alpha(4)/G(a, b) + 1 - alpha(4)/A(a, b) < 1/N-GA(a, b) < beta 4/G(a, b) + 1 - be...