A school was having 4 Hexagonal buildings joined to each other. They wanted to utilize the space between the 4 buildings to make a playground. The shape is that of a parallelogram. Can you find the measure of the angles as opposite angles are equal?
60o,120o
80o,120o
20o,60o
40o,40o
A
80o,120o
B
60o,120o
C
40o,40o
D
20o,60o
Open in App
Solution
Verified by Toppr
x and y are exterior angles of the regular polygon. 3606=60 i.e value of x angle Opposite angles are 60o+60o 360o−120o(60o+60o) 360o=60o+60o+y+y 2y=360o−120o y=240o2 y=120o Therefore, option A is the correct answer.
Was this answer helpful?
0
Similar Questions
Q1
A school was having 4 Hexagonal buildings joined to each other. They wanted to utilize the space between the 4 buildings to make a playground. The shape is that of a parallelogram. Can you find the measure of the angles as opposite angles are equal?
View Solution
Q2
One of the interior opposite angles of a triangle is 40o. If the measure of the exterior angle is 120o, find the measure of the other two angles of the triangle.
View Solution
Q3
The measures of angles of a triangle are xo,(x−20)o,(x−40)o. Find the measure of each angle.
View Solution
Q4
If two angles in a triangle are 40o and 60o, then the third angle is:
View Solution
Q5
The angles of a hexagon are (2x+5)o,(3x−5)o,(x+40)o,(2x+20)o,(2x+35)o. Find the value of x.Hence find the angles.