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The complementary angle would measure π/12 radians.
The complementary angle would measure π/2 radians.
The complementary angle would measure π/3 radians.
If one complementary angle is given as π/3 radians, what is the measure of the other complementary angle?
The other complementary angle would measure 2π/3 radians.
The other complementary angle would measure 2π radians.
The other complementary angle would measure 2π/4 radians.
The complementary angle would measure 7π/10 radians.
The complementary angle would measure 7π/2 radians.
The complementary angle would measure 7π/3 radians.
The other complementary angle would be π/6 radians
The other complementary angle would be π/2 radians
The other complementary angle would be π/3 radians
The complementary angle would measure 7π/2radians.
The complementary angle would measure 7π/ 3 radians.
The complementary angle would measure 3π/4 radians.
Answer: The complementary angle would measure 3π/2 radians.
Answer: The complementary angle would measure 3π/3 radians.
The other complementary angle would measure π/8 radians.
The other complementary angle would measure π/2 radians.
The other complementary angle would measure π/3 radians.
The complementary angle would measure 2π radians.
Answer: The complementary angle would measure 2π/5 radians.
Answer: The complementary angle would measure 2π/3 radians.
If one angle measures 5π/6 radians, what is the measure of its complementary angle?
The complementary angle would measure π radians.
The complementary angle would measure π/6 radians.
Answer: The complementary angle would measure π/3 radians.
The complementary angle would measure π/5 radians.
It is done.