The radian measure of an angle θ is the length of the

a) opposite side

b) diameter

c) hypotenuse

d) arc

that subtends the angle in a circle of radius

pi

1

4

1/2

pi/2

Question

Mathematics

Pranav Decker

2 July, 23:04

The radian measure of an angle θ is the length of the

a) opposite side

b) diameter

c) hypotenuse

d) arc

that subtends the angle in a circle of radius

pi

1

4

1/2

pi/2

+5

Answers (1)

Know the Answer?

Phoebe Henry · Answer 1

In Trigonometey, the radian measure of an angle theta is the length of an arc that subtends in a circle of radius having a formula of circumeference divided by 2xpi and that the ratio 2pi and the circumference over the radius is called tha radian measure.

The radian measure of an angle θ is the length of thea) opposite sideb) diameterc) hypotenused) arcthat subtends the angle in a circle of radiuspi141/2pi/2

The radian measure of an angle θ is the length of the

a) opposite side

b) diameter

c) hypotenuse

d) arc

that subtends the angle in a circle of radius

pi

1

4

1/2

pi/2