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What is the next term in the pattern? 2, 6, 18, 54, 162, HALP!!
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Do I multiply by 3 or??
Evaluate the following: 3*2, 3*6, 3*18, 3*54. What next?
3*162 3*486??
Good. What is your conclusion?
Multiply by 3
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Need a bit more info than that. Given the nth term of a sequence, how does one find the (n+1)st term? \[a _{n+1}=3(a _{n})\]
This says: "Given the term a sub n of a certain arithmetic sequence, find the next term by multiplying a_sub_n by 3."
yes, the next term is 3*162 = 486 when I do these problems I look for a "constant multiple" (by dividing the second number by the number in front of it: example 6/2 =3 then try 18/6 = 3 if that does not work, I look for a constant difference (which is not the case here)
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