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a) Write the next three terms and the twelfth term: 3, 12, 48… b) Describe the rule.
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Seems like we are multiplying 4 again and again, so this is a G.P.
\(T_n = T_1 \times r^{n - 1} \Longrightarrow T_n = 3 \times 4^{n - 1}\)
Now, you substitute n with 4,5,6 and 12.
For 12th term use: \[\large a_{12} = (a) \cdot (r)^{n-1}\] Here a = 3, n = 12 and r = 4 Now find the 12th term..
@waterineyes \(A_n\)*
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I told you you can write any symbol there..
thanks guys
You're welcome :)
it does work but can u pls tell me how u work out the formula?
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