Your sister deposits $1,000$ in her bank account that has $25,000$ initially and earns an effective $10\%$ annually. The following month, she makes a deposit equivalent to $1,000+$ G$.$ The month after that, she made a deposit equivalent to $1,000+2$G$.$ That is$,$ she increases her deposits each month by G from the last deposit. By the time that she makes her $25$th deposit, her account balance has reached $1,000,000.$ What linear increment G did she make in her deposits? ANS: $860\mathrm{.}1$ show solution