MATHEMATICS MODELS



S.No.Model NameRate
1.Abacus (1 to 4) 250/-
2.Abacus (1 to 9) 400/-
3.Parallelogram 250/-
4.Types of Triangle 250/-
5.Pythagoras Theorem 250/-
6.Rhombus 250/-
7.Angle Sum Property Of Quadrilateral 250/-
8.Area of Circle 250/-
9.Volume of Cone 250/-
10.Maths Fun (Game like Snake & Ladder) 300/-
11.Prism (3 side) Display 250/-
12.Prism (5 side) display 300/-
13.Types of Angles 250/-
14.Quiz Board (lights) 400/-
15.Mensuration (printed) (quiz board) 400/-
16.Shapes (printed) (quiz board) 400/-
17.Algebric Identities (printed) (quiz board) 400/-
18.Unitary Method (quiz board)400/-
19.Angle Sum Property Of Triangle 250/-
20.Geo board (square) 400/-
21.Geoboard (circle) 400/-
22.Properties of Circle250/-
23.Ratio of the areas of similar triangles (To verify that the ratio of the areas of two triangles is equal to the ratio of the squares of their corresponding sides.300/-
24.Chord property of a circle (To prove that the perpendicular drawn from the center of a circle to a chord bisects the chord). 300/-
25.Property of the right bisector of a chord of a circle ( To verify that the perpendicular bisector of a chord of a circle passes through the center of the circle). 300/-
26.Equal chords of a circle are equidistant from the center of the circle. (To prove the equal chords of a circle are equidistant from the center of the circle). 300/-
27.Chords equidistant from the center of a circle are equal. (To prove that the chords of a circle which are equidistant from the center of the circle is equal). 300/-
28.Equal chords of a circle subtended equal at the center (To prove that equal chords of a circle subtended equal angles at the center of the circle).300/-
29.Congruent arcs of a circle make equal chords on the circle.(To verify that if two arcs of a circle are congruent then their corresponding chords are equal). 300/-
30.Congruent arcs of a circle subtended equal angles at the center.(To prove that if two arcs of a circle are congruent then the angles subtended by them at the center are equal). 300/-
31.Angles subtended by an arc at the center and at any point on the remaining part of the circle.(To prove that the angle subtended by it any point on the remaining part of the circle). 300/-
32.Angles in the same segment of a circle.(To prove that the angles subtended by an arc of a circle in the same segment of the circle are equal). 300/-
33.Opposite angles of a cyclic quadrilateral (To prove that the opposite angles of a cyclic quadrilateral are supplementary). 300/-
34.Tangents to a circle at a point on it .(Construction of tangents to a circle at a point on it when the center of the circle is known). 300/-
35.Angles in alternate segments (To prove that a line touches a circle and form the point of contact a chord is drawn, then the angles between the tangent and the chord are equal respectively to the angles formed in the corresponding alternate segments). 300/-
36.Lengths of tangents drawn from an external point to a circle (To prove that the length of tangents drawn from an external point to a circle are equal). 300/-
37.Center of a circle (To find the center of a circle by paper folding). 300/-
38.Incircle of a triangle (To locate the center and determine radius of the incircle of a given triangle by paper folding). 300/-
39.Angle of elevation and angle of depression ( To find height of object or distance two point through activity). 300/-
40.Kite ( To discover some properties of kite). 300/-
41.Parallel lines 300/-
42.Probability 350/-
43.Pythagoras Magnetic 450/-
44.Volume of right Circular Cylinder400/-
45.Mensuration Quiz Board (3D Figures) 600/-
46.Types of Functions 500/-
47.Fractions 200/-
48.Geometrical Shapes 3D (five Shapes) 500/-
49.Geometrical Shapes 2D (8 Shapes) 300/-
50.Circles 250/-
51.Area of Trapezium 300/-
52.(A + B)2 = A2 + b2 + 2AB 250/-
53.Mid-Point Theorem 250/-
54.Types of Fractions 250/-
55.Area & Perimeter 250/-
56.Symmetry 300/-
57.Types of Quadrilateral 250/-
58.Concept of Perimeter (Quiz Board) 400/-
59.Types of Angles 3D 800/-
60.Formation of 3D figures from 2D figures900/-

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