All High School Math Resources
Example Questions
Example Question #41 : The Unit Circle And Radians
If angle equals , what is the equivalent angle in radians (to the nearest hundredth)?
To convert between radians and degrees, it is important to remember that:
With this relationship in mind, we can convert from degrees to radians with the following formula:
Example Question #42 : The Unit Circle And Radians
If equals , what is the equivalent angle in radians (to the nearest hundredth)?
To convert between radians and degrees, it is important to remember that:
With this relationship in mind, we can convert from degrees to radians with the following formula:
Example Question #43 : The Unit Circle And Radians
If is , what is the equivalent angle in radians (to the nearest hundredth)?
To convert between radians and degrees, it is important to remember that:
With this relationship in mind, we can convert from degrees to radians with the following formula:
Example Question #44 : The Unit Circle And Radians
If an angle is , what is the equivalent angle in radians (to the nearest hundredth)?
To convert between radians and degrees, it is important to remember that:
With this relationship in mind, we can convert from degrees to radians with the following formula:
Example Question #45 : The Unit Circle And Radians
What angle below is equivalent to ?
To convert between radians and degrees, it is important to remember that:
With this relationship in mind, we can convert from degrees to radians with the following formula:
Example Question #46 : The Unit Circle And Radians
If an angle is 2.43 radians, what is the equivalent angle in degrees?
To answer this question, it is important to remember the relationship:
From here, we can set up the following formula:
Multiplying across, we see that the units of radians cancel out and we are left with units in degrees.
Example Question #47 : The Unit Circle And Radians
If an angle equals 5.75 radians, what is the equivalent angle in degrees?
To answer this question, it is important to remember the relationship:
From here, we can set up the following formula:
Multiplying across, we see that the units of radians cancel out and we are left with units in degrees.
Example Question #71 : Trigonometry
If an angle equals 15.71 radians, what is the equivalent angle in degrees?
To answer this question, it is important to remember the relationship:
From here, we can set up the following formula:
Multiplying across, we see that the units of radians cancel out and we are left with units in degrees.
Example Question #49 : The Unit Circle And Radians
If an angle equals 6.4 radians, what is the equivalent angle in degrees?
To answer this question, it is important to remember the relationship:
From here, we can set up the following formula:
Multiplying across, we see that the units of radians cancel out and we are left with units in degrees.
Example Question #50 : The Unit Circle And Radians
If an angle is 3.55 radians, what is the equivalent angle in degrees?
To answer this question, it is important to remember the relationship:
From here, we can set up the following formula:
Multiplying across, we see that the units of radians cancel out and we are left with units in degrees.
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