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What is the fifth term of a sequence whose first term is 5 and whose common ratio is 3? I'm confused
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\[5,5\times 3,5\times 3^2,5\times 3^3,...\]
where is a formula \[a _{n}=a _{1}*r ^{n-1}\] you have \[a _{5}=5*3^{5-1}\] all you need to do is calculate now;)
First term 5. Second term 5*3 Third term 5*3^3 Fourth term 5*3^3 Fifth term 5*3^4 = 5*81 = ...
405
Right!
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