The angles of triangle are (x-40)°, ( x-20) °and ( 1/2x - 10) °. Find the value of .
Answers
Answered by
290
we know ,
sum of all angles of any triangle is equal to 180° .
Here given,
first angle = ( x -40)°
second angle = (x -20)°
third angle = (x/2 - 10)°
first angle + second angle + third angle = 180°
( x -40)° + (x -20°) + (x/2 - 10)° = 180°
(x + x + x/2) -(40 + 20 + 10) = 180°
5x/2 = 250°
x = 100°
sum of all angles of any triangle is equal to 180° .
Here given,
first angle = ( x -40)°
second angle = (x -20)°
third angle = (x/2 - 10)°
first angle + second angle + third angle = 180°
( x -40)° + (x -20°) + (x/2 - 10)° = 180°
(x + x + x/2) -(40 + 20 + 10) = 180°
5x/2 = 250°
x = 100°
Answered by
133
hope this will help you
Attachments:
Similar questions