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@ -8,11 +8,11 @@ Acceleration
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## Quick Links
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* [Graphing Temperature](/lessons/graph-temperature)
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* [Graphing Acceleration](/lessons/charting)
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* [Graphing Light Level](/lessons/light-level)
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* [Graphing Rotation](/lessons/rotation)
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* [Graphing Magnetic Force](/lessons/magnetic-force)
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* [Graphing Temperature](/lessons/chartingtemperature)
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* [Graphing Acceleration](/lessons/charting/accleration)
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* [Graphing Light Level](/lessons/charting/light-level)
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* [Graphing Rotation](/lessons/charting/rotation)
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* [Graphing Magnetic Force](/lessons/charting/magnetic-force)
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## Prior learning/place of lesson in scheme of work
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@ -1,11 +1,27 @@
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# charting activity
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Measure the acceleration on the micro:bit in the "z" direction.
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Measure the acceleration on the micro:bit in the "x" direction.
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### ~avatar avatar
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Welcome! This activity will teach how to use the 1st micro:bit to chart the second micro:bit's acceleration in the "x" direction. Let's get started!
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### ~
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Let's measure `acceleration (mg)` in the "x" direction. Get the acceleration value (milli g-force), in one of three specified dimensions.
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```blocks
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input.acceleration(Dimension.X)
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```
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### ~
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```blocks
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### ~
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Let's measure `acceleration (mg)` and then `send number`. `Acceleration` is measured in **milli-gravities**, so a value of -1000 is equivalent to -1g or -9.81m/s^2. We will be able to get the acceleration value (g-force), in the specified "x" dimension. `Send number` will broadcast a number data packet to other micro:bits connected via radio.
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