Question
Easy

In a pentagon ABCDE, ∠A = (2x + 9°), ∠B = (2x + 1°), ∠C = (2x−1°), ∠D = (2x +5°) and ∠E = (2x-4°). Then, value of (2x + 10°) is :

1
124°
2
114°
3
116°
4
118°
Question Details
Time to Solve: 12
Exam: CTET
Level/Paper: CTET_P2
Chapter: 2D Geometry
Topic: Polygons
Correct Answer
Option C
Explanation

To solve the problem, we need to determine the value of \(2x + 10^\circ\) given the angles of a pentagon ABCDE. The angles are given as follows: - \(\angle A = (2x + 9^\circ)\) - \(\angle B = (2x + 1^\circ)\) - \(\angle C = (2x - 1^\circ)\) - \(\angle D = (2x + 5^\circ)\) - \(\angle E = (2x - 4^\circ)\) The sum of the interior angles of a…Read More

Similar Questions from REET Exam - Paper 1 - Year 2018
Question 1
Easy

Source :

2D Geometry
The distance between the parallel sides AB and CD of a trapezium ABCD is 12 cm. If AB<CD, CD=24 cm and AD=BC=13 cm, then area…
Chapter :
2D Geometry
Topic :
Trapeziums
Question 2
Easy

Source :

2D Geometry
A _______ is always a regular polygon.
Chapter :
2D Geometry
Topic :
Polygons
Question 3
Easy

Source :

2D Geometry
The number of faces (F), edges (E) and vertices (V) of a polyhedron are 7, 15 and x, respectively. Then, the value of (2F+3E-4x) is…
Chapter :
2D Geometry
Topic :
Polygons
Question 4
Easy

Source :

2D Geometry
The area of a rectangle whose sides are 176 cm and 56 cm is equal to the area of a circle. What is the circumference…
Chapter :
2D Geometry
Topic :
Circle