Question

Radian measure is independent of ......
(a) arc length
(b) angle subtended at centre
(c) radius of the circle
(d) degree measure​

Answer 1

Radius of the circle of radian measure is independent

Answer 2

Answer:

Radian measure is independent of (c) radius of the circle

Step-by-step explanation:

We typically use degrees and radians as our measurement units for calculating angles. In geometry and trigonometry, both units of measurement are frequently employed to solve various problems. Since it is simple to comprehend and remember because a protractor is used to measure the angle, the degree measure is typically employed in earlier mathematics classes. When dealing with radians, it is important to comprehend the idea of circles and any associated words, as well as their definitions and calculations.

An angle is said to have a measure of 1 radian if it is subtended at its centre by an arc of length 1 unit in a unit circle (circle of radius 1 unit). "rad" or "c" is the sign used to represent the radian unit of measurement.

We are aware that measuring an angle can be done using either the radian measure or the degree measure. Additionally, we can establish a relationship between these two to enable conversion from one unit of measurement to another, such as from radian measure to degree measure and vice versa.

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