Question

Arrange the following angles in ascending order. π in radian,π°, 3 radian, 100°, π/2 radian.​

Answer 1

Step-by-step explanation:

π=180,

3radian=3×180,

100,

π/2radian=180/2=90

then ascending order is π/2radian,100°,π°,3radian

tq u so much,

Answer 2

Trigonometry:

Trigonometry is the study of relations between angles and their ratios with various properties to find sine, cosine, tan, cosec, sec and cot ratios. Some properties can deduce angles in their general value apart from known definite ones. Also it's about the conversion of angles from degree to radian or radian to degree.

Step-by-step explanation:

1st angle = π radian = 180° ,

2nd angle = π° = (22/7)° ,

3rd angle = 3 radian = (1890/11)° ,

4th angle = 100° and

5th angle = π/2 radian = 90°

We see that

(22/7)° < 90° < 100° < (1890/11)° < 180°

and therefore the ascending order of angles is

π°, (π/2)ᶜ, 100°, 3ᶜ, πᶜ