The $$ n $$th term of a sequence is $$ n^{3} $$. Write down the first 5 numbers in this sequence. The $$ n $$th term of a sequence is $$ 2 n^{2} $$. Write down the first 5 numbers in this sequence.

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For the first sequence, where the nth term is n³:
 n = 1: 1³ = 1  
 n = 2: 2³ = 8  
 n = 3: 3³ = 27  
 n = 4: 4³ = 64  
 n = 5: 5³ = 125

So, the first 5 numbers are: 1, 8, 27, 64, 125.

For the second sequence, where the nth term is 2n²:
 n = 1: 2(1²) = 2  
 n = 2: 2(2²) = 8  
 n = 3: 2(3²) = 18  
 n = 4: 2(4²) = 32  
 n = 5: 2(5²) = 50

So, the first 5 numbers are: 2, 8, 18, 32, 50.
The first 5 numbers in the first sequence are 1, 8, 27, 64, 125. The first 5 numbers in the second sequence are 2, 8, 18, 32, 50.

The \( n \)th term of a sequence is \( n^{3} \). Write down the first 5 numbers in this sequence. The \( n \)th term of a sequence is \( 2 n^{2} \). Write down the first 5 numbers in this sequence.

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