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Question bank

Original exam-style questions, mapped to your syllabus. Answers are checked for mathematical equivalence and every attempt updates your mastery.

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15 questions

SA-9709-P1-SR-0054 marksL1 FoundationCalculatorAP formulae
An arithmetic progression has first term 77 and common difference 33. Find the 20th term and the sum of the first 20 terms.

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR2-0012 marksL1 FoundationCalculatorAP formulae
An arithmetic progression has first term 5050 and common difference −3-3. Find the 20th term.

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR2-0031 markL1 FoundationCalculatorAP formulae
The sum of the whole numbers from 11 to 100100 is
Choose one option

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR2-G012 marksL1 FoundationCalculatorAP formulae
For the arithmetic progression 3, 7, 11,…3,\ 7,\ 11,\dots, find the common difference and the 15th term.

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR2-Q011 markL1 FoundationCalculatorAP formulae
The next term of the arithmetic progression 5, 8, 11,…5,\ 8,\ 11,\dots is
Choose one option

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR-Q011 markL1 FoundationCalculatorAP formulae
The nnth term of an AP with first term aa and common difference dd is
Choose one option

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR-0065 marksL2 StandardCalculatorUnknowns
The 4th term of an arithmetic progression is 1313 and the 10th term is 3131. Find the first term, the common difference and the sum of the first 30 terms.

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR2-0022 marksL2 StandardCalculatorAP formulae
Find the sum of the first 2525 terms of the arithmetic progression 2+5+8+…2+5+8+\dots

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR2-0042 marksL2 StandardCalculatorUnknowns
Which term of the arithmetic progression 7, 11, 15,…7,\ 11,\ 15,\dots is equal to 147147?

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR2-0063 marksL2 StandardCalculatorIn context
Aisha saves $20 in the first week, $25 in the second week, $30 in the third week, and so on. How much has she saved in total after 5252 weeks?

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR-0074 marksL3 ExamCalculatorUnknowns
Find the least number of terms of the arithmetic progression 5, 9, 13, …5,\ 9,\ 13,\ \dots needed for the sum to exceed 500500.

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR-0154 marksL3 ExamCalculatorAP formulae
Find the sum of all the integers between 100100 and 300300 that are divisible by 77.

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR2-0053 marksL3 ExamCalculatorUnknowns
The sum of the first nn terms of an arithmetic progression is Sn=3n2+2nS_n=3n^2+2n. Find the first term and the common difference.

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR2-0073 marksL3 ExamCalculatorUnknowns
xx, 2x+12x+1 and 5x−45x-4 are consecutive terms of an arithmetic progression. Find xx and the common difference.

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Salam Academy Original Practice · Proposed mark scheme
SA-9709-P1-SR2-0084 marksL5 ExtensionCalculatorUnknowns
The sum of the first 1010 terms of an arithmetic progression is four times the sum of the first 55 terms. The third term is 1515. Find the first term and the common difference.

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Salam Academy Original Practice · Proposed mark scheme