Texas Instruments TINSPIRECX Calculator User Manual


 
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© 2012 Texas Instruments Educaon Technology Page 53
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The previous seven tutorials have introduced many of the key features of TI-Nspire learning technology, with
each of the applicaons being discussed separately. However, one of the great strengths of TI-Nspire is that
it allows the applicaons to be linked dynamically, encouraging dierent approaches to problem solving.
This appendix oers an example of what is meant by “mulple representaons”, showing how several of the
applicaons can be used to invesgate a mathemacal concept, in this case the relaonship between a circle’s
diameter and circumference and between its radius and area.
By working through this appendix you will be able to revise many of the skills and techniques you met in the
tutorials. Here detailed instrucons and key presses have been omied though you will nd back references
if you need to remind yourself about parcular techniques. However, try to concentrate on the big picture
of what is going on, asking yourself how each of the mulple representaons contributes to a deeper
understanding of the mathemacs.

Open a new document with a  page.
Construct a large circle on the screen.
Construct a radius by drawing a  from the
centre to the circumference.
To construct a diameter rst construct a  (not a
segment) from the centre to the circumference. Then
construct the  of the line and the
circle: this generates the point on the opposite end
of the diameter.
Now measure the lengths of the radius, the diameter
and the circumference. Also measure the area. In each
case change the number of decimal points displayed.
Finally assign the measurements to variables. Click on
each measurement in turn. Press h. Type the leer
appropriate for each measurement (, , and ) and
press ·.
Check that the measurements all change when you
grab the edge of the circle and change its size.
A measured circle