Find an recursive formula for the geometric sequence Hn={20,15,11.25,8.4375,}\displaystyle {H}_{{n}}={\left\lbrace-{20},{15},-{11.25},{8.4375},\ldots\right\rbrace}

H1=\displaystyle {H}_{{1}}=
Hn=Hn1\displaystyle {H}_{{n}}={H}_{{{n}-{1}}}\ast