TION 4 the quadratic pattern: $$ 244 ; 193 ; 148 ; 109 \ldots $$ Write down the next term of the pattern. Determine a formula for the $$ n^{ ext {th }} $$ term of the pattern. Which term of the pattern will have a value of 508 ? Between which TWO consecutive terms of the quadratic pattern will the first difference be 453 ? Show that all the terms of the quadratic pattern are positive.

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TION 4 the quadratic pattern: $$ 244 ; 193 ; 148 ; 109 \ldots $$ Write down the next term of the pattern. Determine a formula for the $$ n^{	ext {th }} $$ term of the pattern. Which term of the pattern will have a value of 508 ? Between which TWO consecutive terms of the quadratic pattern will the first difference be 453 ? Show that all the terms of the quadratic pattern are positive.

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1. Next term: 76 2. Formula: $$ a_n = 3n^2 - 60n + 301 $$ 3. 508 value term: 23rd term 4. Difference 453 terms: 85th and 86th terms 5. All terms positive

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