My question is what do they teach and how do they prepare children at these courses?
I've read numerous threads about how hot housing kids for selective school ends up with unhappy children who aren't suited to the academic rigour. And threads against the whole concept of selective schools. Disclosure: I don't have a DC doing the 11+ but ...
I'm hoping in here to get some insight into what these places teach when they coach children for the 11+ and how they teach it. I'm not talking about curriculum topics like fractions, but the NVR type of questions. Do they just get children to take various practice papers and hold their hand through the more difficult bits i.e. improving through practice?
Or does anyone have a proper stuctured approach? For example, on sequences they might approach it by explaining the finite number of ways sequences can be formed. I'll try and explain with some completely made-up examples (I know nothing about this stuff or teaching logic so bear with me here)
"Kids, there are 10 ways in which sequences can be formed.
- Linear Type Progression: 5, 10, 15, 20 .... f, m, x, z ... mouse, goat, elephant, blue whale
(Here's a practice paper with some linear progression questions, please time yourself)
- Formulaic Progression: 10, -1, 15, -6, 20, -11
(Here's a practice paper... please time yourself)
- Movement within the plane: circle in top right corner, circle in bottom right cornr, circle in bottom left corner, circle in top left corner...
(Here's a practice paper ....please time yourself)
- 5. 6. 7. 8. 9.
10. Combination of above/mix of multiple types of progression
(Here's a real 11+ paper. Enjoy!)"
Anyone here had their child coached for the 11+. Could you assist with your comments on how they were prepared for the exam?