Directly below are short videos of TI-Nspire based solutions to the following questions from Heinemman's Revise for Higher Mathematics.
[ISBN: 043551623X]
RHM p04 Ex01 qn 8, 16, 17, 18
RHM p11 Ex02 qn 2, 10, 12, 13, 14
RHM p19 Ex03 qn 4, 10, 11, 12, 13, 14, 15, 16
RHM p30 Ex04 qn 6, 8, 10, 11, 12, 13
RHM p36 Ex05 qn 6, 7, 10
RHM p45 Ex06 qn 8, 9, 11, 12
RHM p53 Ex07 qn 6, 9, 12, 14, 15
RHM p59 Ex08 qn 8, 9, 12, 13, 15
RHM p66 Ex09 qn 8, 9, 12, 13
RHM p74 Ex11 qn 6, 12, 15
RHM p80 Ex12 qn 9, 10, 12, 13
RHM p88 Ex13 qn 15
RHM p102 Ex15 qn 13
Please note that these video solutions demonstrate how the TI-Nspire can be used for the topics assessed in this course.
They do not exemplify the algebraic methods that are expected to be written on an exam script, although the TI-Nspire can be used on Paper 2 to verify any answer that you have obtained by alternative methods.
RHM p04 Ex01 qn08.mp4
RHM p04 Ex01 qn16.mp4
RHM p04 Ex01 qn17.mp4
RHM p04 Ex01 qn18.mp4
RHM p11 Ex02 qn02.mp4
RHM p11 Ex02 qn10.mp4
RHM p11 Ex02 qn12.mp4
RHM p11 Ex02 qn13.mp4
RHM p11 Ex02 qn14.mp4
RHM p19 Ex03 qn04.mp4
RHM p19 Ex03 qn10.mp4
RHM p19 Ex03 qn11.mp4
RHM p19 Ex03 qn12.mp4
RHM p19 Ex03 qn13.mp4
RHM p19 Ex03 qn14.mp4
RHM p19 Ex03 qn15.mp4
RHM p19 Ex03 qn16.mp4
RHM p30 Ex04 qn06.mp4
RHM p30 Ex04 qn08.mp4
RHM p30 Ex04 qn10.mp4
RHM p30 Ex04 qn11.mp4
RHM p30 Ex04 qn12.mp4
RHM p30 Ex04 qn13.mp4
RHM p36 Ex05 qn06.mp4
RHM p36 Ex05 qn07.mp4
RHM p36 Ex05 qn10.mp4
RHM p45 Ex06 qn08.mp4
RHM p45 Ex06 qn09.mp4
RHM p45 Ex06 qn11.mp4
RHM p45 Ex06 qn12.mp4
RHM p53 Ex07 qn06.mp4
RHM p53 Ex07 qn09.mp4
RHM p53 Ex07 qn12.mp4
RHM p53 Ex07 qn14.mp4
RHM p53 Ex07 qn15.mp4
RHM p59 Ex08 qn08.mp4
RHM p59 Ex08 qn09.mp4
RHM p59 Ex08 qn12.mp4
RHM p59 Ex08 qn13.mp4
RHM p59 Ex08 qn15.mp4
RHM p66 Ex09 qn08.mp4
RHM p66 Ex09 qn09.mp4
RHM p66 Ex09 qn12.mp4
RHM p66 Ex09 qn13.mp4
RHM p74 Ex11 qn06.mp4
RHM p74 Ex11 qn12.mp4
RHM p74 Ex11 qn15.mp4
RHM p80 Ex12 qn09.mp4
RHM p80 Ex12 qn10.mp4
RHM p80 Ex12 qn12.mp4
RHM p80 Ex12 qn13.mp4
RHM p88 Ex13 qn15.mp4
RHM p102 Ex15 qn13.mp4