In a quadrilateral, if three angles are in the ratio 3:3:1 and one of the angel is 80. then find the other angle
Answers
Answered by
5
Answer:
Step-by-step explanation:
3x + 3x + x + 80 = 360
7x = 280
x = 280/7
x = 40
The angles are 120 ,120,40,80
Answered by
3
SOLUTION;.....✍️
In Quadrilateral_,
Given, three angle in Ratio= 3:3:1
and One angle = 80°
Now,
let the angle be x
=3x+3x+1x+80= 360(Sum of all sides of Qua.)
= 7x+80°= 360°
= 7x= 360°-80°
= 7x= 280°
= x= 280°/7
=x= 40°
So,
1st angle= 3x= 3×40°= 120°
2nd angle= 3x= 3×40°= 120°
3rd angle = 1x= 1×40°= 40°
4th angle= 80°{given}
✓✓✓✓✓MARK BRAINLIEST✓✓✓
In Quadrilateral_,
Given, three angle in Ratio= 3:3:1
and One angle = 80°
Now,
let the angle be x
=3x+3x+1x+80= 360(Sum of all sides of Qua.)
= 7x+80°= 360°
= 7x= 360°-80°
= 7x= 280°
= x= 280°/7
=x= 40°
So,
1st angle= 3x= 3×40°= 120°
2nd angle= 3x= 3×40°= 120°
3rd angle = 1x= 1×40°= 40°
4th angle= 80°{given}
✓✓✓✓✓MARK BRAINLIEST✓✓✓
Similar questions