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Mathematical Programs In BBC BASIC 표지

Mathematical Programs In BBC BASIC

저자
Alan Whittle
출판사
Prentice Hall
출간
April 1985
쪽수
304쪽
제본
무선(페이퍼백)
ISBN
9780135619032
상태
수량
배송

해외에서 들여옵니다. 보통 2~3주, 지금 주문하시면 11월 16일에서 11월 23일 사이 도착 예상

가격견적 요청

담아 두시면 24시간 안에 가격을 알려 드립니다. 가격을 보시고 결제하시면 됩니다.

A set of fully documented programs for GCE A-Level Mathematics, leading up to first-year degree work. For the BBC Microcomputer (Model B) and the Acorn Electron.

1. Paraplot - parametric curve plotting 2. Quadratic - solving quadratic equations 3. Boole - Venn diagrams and membership tables 4. Triangles - solving triangles using the sine and cosine rules 5. Simul - solving three simultaneous equations with display 6. MaxandMin - maxima and minima and the first two derivatives 7. Rectra - numerical integration by rectangular or trapezoidal approximation 8. Simpson - numerical integration using Simpson's rule 9. Polydiv - demonstration of polynomial division 10. Polynomial - general manipulation of polynomials 11. Sumseries - the summation of series 12. Pascal - displaying and analysing Pascal's triangle 13. Binomial - expanding and evaluating binomial expressions 14. Matmul - matrix multiplication with display 15. Matrices - general matrix operations 16. Lintrans - visualising linear transformations in three dimensions 17. Histogram - plotting a historgram from data 18. Dice - investigating score frequencies 19. Chance - exercises in probability 20. Correl - correlation and regression 21. PermandComb - calculations with permutations and combinations 22. Binsearch - the binary search method for solving equations 23. Iterate - solving equations by iteration 24. Newton - Newton's method for finding the zeroes of a function 25. Recur - generating sequences by forward recurrence 26. Interpol - constructing the interpolating polynomial 27. Diffequat - solving first-order differential equations 28. Complex - manipulating complex numbers 29. Vectors - manipulation of three-dimensional vectors 30. Laminae - finding centroids and moments of inertia of flat bodies 31. Group - checking the group axioms 32. Modulo - an exploration of modulo arithmetic