  # Geometry Questions for SSC Exams i.e. SSC CGL Tier 1, SSC CHSL, CGL Tier 2 etc

Is it possible to find the height of a tower by merely observing the length of its shadow and the position of the sun? Is it within our powers to deduce the dimensions of a cylindrical container by measuring the height and circumference of the heap of grain that has been poured out of it? One doesn’t need to be a Sherlock Holmes to crack these mysteries. Anyone with an elementary knowledge of geometry will be able to answer these questions. Geometry plays a major role in SSC Exams 2 to 3 questions generally being asked in SSC CGL Tier 1 and SSC CHSL and questions number increased as per the total number of question in particular exams like in SSC CGL Tier 2, that value increased by 5 to 10 questions.

With geometry, one enters, quite literally, into the real world – the world of dimensions. We are not dealing with abstract equations or mere numbers but grappling with concepts like size, shape, location, direction and orientation of objects that figure prominently in real life.

Coordinate geometry and trigonometry find wide applications in varied fields like aviation, defense, navigation and prospecting. Many abstract designs that modern artists and architects create, and we so admire, are nothing more than creatively put together collections of geometric shapes. The concepts of area and perimeter are vital not just to people dealing in real estate but to anyone planning to make optimum use of any available space. As you can see, there is hardly any aspect of the real world that is not influenced by geometry.

At Smartkeeda you familiarized yourself with the key concepts and improved your problems-solving abilities. Practice and tests are important to optimize your preparation. Take the tests on Testzone to improve your problem-solving skills. Questions that have appeared in the previous SSC CGL and SSC CHSL exams are also in the given quizzes. Through them you can understand where the focus lies in an examination environment. The detailed solutions and short tricks of the questions may provide some alternate strategies that can help you improve your speed accuracy. You can practice individual exercise practice and you can analyze yourself topic wise as Trigonometry, Height and Distance, Quadrilateral and Polygon, Triangle, Circle, and Lines and Angles. Here are some Important Geometry Chapters Links with short intro:

Circle: A circle is a set of points which are equidistant from a given point. The given point is known as the centre of that circle.

(i) In equal circles (or in the same circle), if two arcs are equal, the chords associated with the arcs are also equal and vice-versa.

(ii) In equal circles (or in the same circle), if two arcs subtend equal angles at the centre, then they are equal.

Angles in Circle:

(i) The angle which is subtended at the centre by an arc of a circle is double the angle which is subtended at any point on the remaining part of the circle.

(ii) Angles in the same segment of a circle are equal.

(iii) The angle in a semi-circle is a right angle.

Here is the link which through you can practice circle questions for ssc cgl tier 1, ssc chsl with explanation:

Triangle: In a ΔABC, There are three vertices A, B and C. There are three angles ∠A, ∠B and ∠C. There are three sides AB, BC and AC. The sum of all the angles of a triangle is 180°. If one side of a triangle is produced, then exterior angle so formed is equal to the sum of two interior opposite angles. If the three sides of a triangle be produced in order, then the sum of all the exterior angles so formed is 360°.

Types of Triangles:

(i) Equilateral triangle: A triangle having all sides equal is called an equilateral triangle.

(ii) Scalene triangle: A triangle having all sides of different length is called a scalene triangle.

(iii) Isosceles triangle: A triangle having two sides equal is called an isosceles triangle.

(iv) Right angled triangle: A triangle one of whose angles measures 90° is called a right angled triangle.

(v) Obtuse angled triangle: A triangle one of whose angles lies between 90° and 180° is called an obtuse angled triangle.

(vi) Acute angled triangle: A triangle each of whose angle is less than 90° is called an acute angled triangle.

Here is the link which through you can practice triangle questions for ssc cgl tier 1, ssc chsl with explanation:

Line and Angles: Line and Angles topic is one of most important topic for ssc exams, almost 1 to 2 is seen in every SSC CGL Tier 1, SSC CHSL and CGL Tier 2 exam. So for 2018 2019 SSC Exams we must practice lines and angles which very easy to understand.

A line is defined by its length but has no breadth. A line contains infinite points. Three or more points are said to be collinear, if there is a line which contains all of them.

Parallel Lines : Two lines in the same place are said to be parallel, if they never meet, however any far they are extended in either direction. They remain at same distance for the whole length. The sign of parallel is ‘||’. A line which cuts a pair of parallel lines is called a transversal.

Here, two parallel lines AB and CD are cut by a transversal i.e., EF. Then,

•  It makes four pairs of corresponding angles which are equal in value. The corresponding angles are ∠1 = ∠5, ∠2 = ∠6, ∠4 = ∠8 and ∠3 = ∠7.
•  It makes four pairs of alternate angles which are equal. The alternate angles are ∠1 = ∠7, ∠2 = ∠8, ∠3 = ∠5 and ∠4 = ∠6.
•  The sum of the interior angles on the same side of the transversal is equal to two right angle i.e., 180°.
∠3 + ∠6 = 180° and ∠4 + ∠5 = 180°.

Here is the link which through you can practice Line and Angles questions for ssc cgl tier 1, ssc chsl with explanation:

Quadrilateral and Polygon: A polygon is a closed plane figure bounded by straight lines.

Convex polygon: A polygon in which none of its interior angles is more than 180° is called convex polygon.

Concave polygon: A polygon in which at least one angle is more than 180° is called concave polygon.

Regular polygon: A regular polygon has all its sides and angles equal.

(i)   Each exterior angle of a regular polygon =      360° / Number of sides
(ii)   Each interior angle = 180° – Exterior angle.

In a convex polygon of n sides, we have

(a) Sum of all interior angles = (2n – 4) × 90°

(b) Sum of all exterior angles = 360°

(c) Number of diagonals of polygon on n sides = [n(n – 3) / 2]

A polygon is called a triangle, quadrilateral, pentagon, hexagon, heptagon, octagon, nonagon and decagon according as it contains 3, 4, 5, 6, 7, 8, 9 and 10 sides, respectively.

Here is the link which through you can practice Quadrilateral and Polygon questions for ssc cgl tier 1, ssc chsl with explanation:

Trigonometry: If you looking for Trigonometry questions for ssc cgl pdf download and trigonometry questions for ssc cgl 2018 2019, you can click on the link below:

Height and Distance: In each SSC Exams, Height and Distance definitely seen and by practicing some questions you can clearly solve high level height and distance questions easily. So want clear the topic and practice some important exercise of height and distance click on the link below:

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I hope this above article and exercises will help you to crack your SSC CGL 2018 2019 and SSC CHSL 2018 2019 as well.

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