- Demonstrate the ability to convert from degrees into radians
- Demonstrate the ability to convert from radians into degrees
#1:
Instructions: Convert each radian measure into degrees.
$$a)\hspace{.1em}{-}\frac{5π}{4}$$
$$b)\hspace{.1em}\frac{5π}{9}$$
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#2:
Instructions: Convert each radian measure into degrees.
$$a)\hspace{.1em}{-}\frac{7π}{3}$$
$$b)\hspace{.1em}\frac{2π}{3}$$
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#3:
Instructions: Convert each radian measure into degrees.
$$a)\hspace{.1em}\frac{π}{9}$$
$$b)\hspace{.1em}{-}\frac{61π}{36}$$
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#4:
Instructions: Convert each degree measure into radians.
$$a)\hspace{.1em}290°$$
$$b)\hspace{.1em}125°$$
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#5:
Instructions: Convert each degree measure into radians.
$$a)\hspace{.1em}{-}540°$$
$$b)\hspace{.1em}345°$$
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Written Solutions:
#1:
Solutions:
$$a)\hspace{.1em}{-}225°$$
$$b)\hspace{.1em}100°$$
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#2:
Solutions:
$$a)\hspace{.1em}{-}420°$$
$$b)\hspace{.1em}120°$$
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#3:
Solutions:
$$a)\hspace{.1em}20°$$
$$b)\hspace{.1em}{-}305°$$
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#4:
Solutions:
$$a)\hspace{.1em}\frac{29π}{18}$$
$$b)\hspace{.1em}\frac{25π}{36}$$
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#5:
Solutions:
$$a)\hspace{.1em}{-}3π$$
$$b)\hspace{.1em}\frac{23π}{12}$$
