The first angle of a triangle is 8tº, the second angle is 3tº, and the third angle is 9tº. What is the measure of 9tº ? a 20º b 180º c 81º d 89º About the author Eden
Answer: (c) 81° Step-by-step explanation: Given:- Measurements of the angles of a triangle :- 8t° 3t° 9t° To find:- Measure of 9t° Solution:- Since, sum of all angles of a triangle is 180°, Therefore, => 8t° + 3t° + 9t° = 180° => 20t° = 180° => t = 180/20 => t = 9° So, Value of 9t° : => 9 × 9° = 81° Answer :- 81° Reply
Answer: c) 81° Explanation: 8t+ 3t+ 9t = 180° (Sum of all the angles of a triangle is 180°) 20t = 180° t = [tex]\frac{180}{20}[/tex] t = 9° 2t = 2×9 = 18° 3t = 3×9 = 27° 9t = 9×9 = 81° Therefore, 9t is 81°. Reply
Answer:
(c) 81°
Step-by-step explanation:
Given:-
Measurements of the angles of a triangle :-
To find:-
Solution:-
Since, sum of all angles of a triangle is 180°,
Therefore,
=> 8t° + 3t° + 9t° = 180°
=> 20t° = 180°
=> t = 180/20
=> t = 9°
So, Value of 9t° :
=> 9 × 9° = 81°
Answer :- 81°
Answer:
c) 81°
Explanation:
8t+ 3t+ 9t = 180° (Sum of all the angles of a triangle is 180°)
20t = 180°
t = [tex]\frac{180}{20}[/tex]
t = 9°
2t = 2×9 = 18°
3t = 3×9 = 27°
9t = 9×9 = 81°
Therefore, 9t is 81°.