Barnett Rodriquez
09/09/2023 · Primary School
UESTION 4 iven the quadratic pattern: \( 244 ; 193 ; 148 ; 109 \ldots \) \( 1 \quad \) Write down the next term of the pattern. 2 Determine a formula for the \( n^{\text {th }} \) term of the pattern. 3 Which term of the pattern will have a value of 508 ? 4 Between which TWO consecutive terms of the quadratic pattern will the first difference be 453 ?
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1. The next term is 76.
2. The formula for the \( n^{\text{th}} \) term is \( a_n = 3n^2 - 60n + 301 \).
3. The term with a value of 508 is the 23rd term.
4. The first difference of 453 occurs between the 85th and 86th terms.
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