Question 5. By averaging dyadic angles, one can quickly approximate any angle by dyadic angles. Given an angle 0, one can find dyadic angles A and B such that 0 lics between A and B and A and B are as close to cach other as we like. Approximate 18° by averaging dyadic angles, then write the approximating dyadic angles as sums of principle dyadic angles.

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Question 5.
By averaging dyadic angles, one can quickly approximate any angle by dyadic angles.
Given an angle 0, one can find dyadic angles A and B such that 0 lies between A and B and
A and B are as close to cach other as we like. Approximate 18° by averaging dyadic angles,
then write the approximating dyadic angles as sums of principle dyadic angles.
Transcribed Image Text:Question 5. By averaging dyadic angles, one can quickly approximate any angle by dyadic angles. Given an angle 0, one can find dyadic angles A and B such that 0 lies between A and B and A and B are as close to cach other as we like. Approximate 18° by averaging dyadic angles, then write the approximating dyadic angles as sums of principle dyadic angles.
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