This discussion is now closed.
Check out other Related discussions
- What's your favourite pizza chain in the UK?
- Economics question: Should each level of output determine a unique cost figure?
- Fired in second Shift autism
- Freshers Fair
- advice on getting a job as a student
- bio graph dot to dot??
- very urgent a level chem question
- physics paper 3
- Are u in Manchester for uni
- GCSE Chemistry Question Help
- Proof by induction - general question - why prove n=1 works?
- physics alevel edexcel circuit question
- Chemistry GCSE
- St Peter's Court En-Suite Room AVAILABLE - University of Nottingham
- St Peter's Court En-Suite Room AVAILABLE - University of Nottingham
- St Peter's Court En-Suite Room AVAILABLE - University of Nottingham
- Domino's application
- St Peter's Court En-Suite Room AVAILABLE - University of Nottingham
- Further Maths Vectors Help
- core pure 1 vectors question help!!
Dominoes Dots
Supposing that the no. of dots on each half of a domino can go from 0 to n where n can be any integer, calculate a formula for the number of dots in a complete set of dominoes.
Each domino consists of every possible combination for the tow halves of a domino. From double 0 to double n
Each domino consists of every possible combination for the tow halves of a domino. From double 0 to double n
I'd start by considering each half separately, then how they combine to make one dominoe, and what duplication there will be, and how you'd need to reduce the number you've got. Have a go!
Related discussions
- What's your favourite pizza chain in the UK?
- Economics question: Should each level of output determine a unique cost figure?
- Fired in second Shift autism
- Freshers Fair
- advice on getting a job as a student
- bio graph dot to dot??
- very urgent a level chem question
- physics paper 3
- Are u in Manchester for uni
- GCSE Chemistry Question Help
- Proof by induction - general question - why prove n=1 works?
- physics alevel edexcel circuit question
- Chemistry GCSE
- St Peter's Court En-Suite Room AVAILABLE - University of Nottingham
- St Peter's Court En-Suite Room AVAILABLE - University of Nottingham
- St Peter's Court En-Suite Room AVAILABLE - University of Nottingham
- Domino's application
- St Peter's Court En-Suite Room AVAILABLE - University of Nottingham
- Further Maths Vectors Help
- core pure 1 vectors question help!!
Latest
Trending
Last reply 4 days ago
Did Cambridge maths students find maths and further maths a level very easy?Last reply 2 weeks ago
Edexcel A Level Mathematics Paper 2 unofficial mark scheme correct me if wrongMaths
71
Trending
Last reply 4 days ago
Did Cambridge maths students find maths and further maths a level very easy?Last reply 2 weeks ago
Edexcel A Level Mathematics Paper 2 unofficial mark scheme correct me if wrongMaths
71
