term of the sequence![a_1=(-1)^{1+1}\left [ 2^{(1-1)} \right ]=1\\a_2=(-1)^{2+1}\left [ 2^{(2-1)} \right ]=-2\\a_3=(-1)^{3+1}\left [ 2^{(3-1)} \right ]=4\\a_4=(-1)^{4+1}\left [ 2^{(4-1)} \right ]=-8\\a_5=(-1)^{5+1}\left [ 2^{(5-1)} \right ]=16](/tpl/images/0665/8786/21166.png)
![a_{10}=(-1)^{10+1}\left [ 2^{(10-1)} \right ]\\=(-1)^{11}2^9\\=-1(2^9)\\=-512](/tpl/images/0665/8786/cba18.png)
Write the explicit formula for each sequence and use it to find the 10'' term of the sequence.
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Mathematics, 26.05.2020 10:59 hayleegreenwell34
Write the explicit formula for each sequence and use it to find the 10'' term of the sequence.
1,-2.4,-8.16,
Answers: 3
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