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Constant Function

Years 1 - 8
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Children are always fascinated by the
Constant Function of a calculator which constantly repeats the last
operation it was asked to do if the [=] button is constantly
pressed.
- We can make use of this interest to encourage a little thinking.
- The way the constant function is accessed could be different to the examples given here.
- If unsure, check the instructions - or ask the children!
Procedure
Press [+] then a number. eg:
[+] then [4] followed by [=] gives 4 on the screen.
The reason is that when you turn on the calculator, there is a zero on the screen. When you press [+] [4] the calculator needs to add the 4 to something. It has been programmed to add it to the screen number. Pressing [=] has been programmed to mean [repeat the previous operation].
Now press [=] again. The calculator will repeat the previous
operation ... [+] [4] ... to give an answer of 8. With each
on-going press of [=] another [+] [4] will occur until the
operation is changed, or cleared.
- Can you predict the next number?
- How many times will you press [=] to reach 40?
Discuss and record the patterns noticed.
Variations
1. Subtraction using the constant function. eg:
- [1] [0] [0] [0] [-] [1] [0] [=]
- 990
- [=]
- 980
- [=]
- 970 ...
2. Doubling, eg:
- [2] [x] [3] [=]
- 6
- [=]
- 12 ...
3. Halving, eg:
- [1] [0] [0] [0] [÷] [2] [=]
- 500 ...
4. Close Your Eyes Counting
- An example is to start with zero on the screen and teach the
calculator to count forward by 7 (say) by pressing [+] [7].
- Now, close your eyes and press [=] until you think the
screen will show 84 (say).
- Open your eyes. Were you correct?
- Try counting backwards.
Calculating Changes ... is a division of ... Mathematics Centre
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