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- Paper 1: Given the quadratic pattern $5, 10, 17, 26, ...$ write down the next TWO terms of the pattern.
- Find the common difference and write down the next 3 terms of the sequence. $2;6;10;14;18;22;…$
- A quadratic pattern is given by $T_n=n^2+b_n+c$. Find the values of $b$ and $c$ if the sequence starts with the following terms: $−1;2;7;14;…$
- The n term of a sequence is given by the formula $T_n=6 \times 13^{n−1}$. Write down the first three terms of the sequence.
- Given the first four terms of a linear pattern: $3;x;y;30$

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