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If the sum to infinity of a G.P. is 81/4 and its second term is -9, the common ratio is....?
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Sum of infinite terms of GP is finite only if its common ratio is a fraction i.e. |r| < 1 You must be familiar with the sum of infinite terms of a GP with fraction as common ratio ?
this's my formula \[\frac{ -9\div r }{ 1-r }=\frac{ 81 }{ 4 }\]
that is right
really? but i cannot solve it
You'll get a quadratic equation in r . Where are you stuck?
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