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Past Papers Archive: how to work out nth term

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Here are 9 results for how to work out nth term:


1. 5th Quadratic Sequences Worksheet.pdf
5th Quadratic Sequences Worksheet - Mathshelper Use the formulae for the above expressions to work out (a) the 50th term of the sequence, (b) the 1000th term of the sequence. 3. Now work out an expression for the ...

2. sequences2.pdf
Maths Workout - Algebra & Problem Solving Maths Workout - Algebra & Problem Solving © Smart Interactive Ltd. Topic 15 - Sequences 2 Target 1 Target 2 Target 3 Target 4 Target 5 Use the nth term rule to ...

3. nth-term-pdf.pdf
Exam Style Questions - Corbettmaths 11."The nth term of a sequence is 5 - 3n "Write down the ?rst three terms of the sequence. 1st term ....., 2nd term ....., 3rd term .....

4. quadraticsequences.pdf
www.mathsgenie.co.uk
Name: GCSE (1 – 9) Quadratic Sequences - Maths … 3. The nth term of a sequence is 2n2 + 4n?1 Work out the 10th term of the sequence 4. The nth term of a sequence is n2 + 2n Work out the first 5 terms in the sequence

5. Q5-Sequences.pdf
Sequences - Just Maths Sequences (a) Find an expression, in ... The nth term of a number sequence is given by 3n + 1 a) Work out the first two terms of the number sequence. (1) Here are the ...

6. A-F-Sequences1.pdf
Sequences - Just Maths www.justmaths.co.uk Version 1 November 2015 (b) Here are the first four terms of a different sequence. 2 7 12 17 Write an expression for the nth term of ...

7. Algebra-Higher-Worksheets.pdf
© Mathswatch Nth Term - Blessed Thomas Holford … Clip 66 Substitution 1) Work out the value of 5 x when a) x = 2 b) x = 6 c) x = 10 2) Work out the value of 3 x when a) x = –2 b) x = 10 c) x = –12 3) Work out ...

8. nthterm.pdf
math.dartmouth.edu
ON NUMBERS n DIVIDING THE nTH TERM - … On numbers n dividing the nth term of a linear recurrence 273 with integer coe?cients, which furthermore has only simple roots. Hence, N u ?N w, and

9. module3.pdf
maths.mq.edu.au
Worksheet 3 6 Arithmetic and Geometric … we can work out the nth term, i.e. we can work out what any term will be. The formula which tells us what the nth term in an arithmetic progression is un = a+(n 1) d ...

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