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info@sagedel.com

New Delhi

Opening Hours
Mon-Sat: 10:00–18:00 Sun: CLOSED
Call Us
+91 99 58 00 1460
Request a Quote
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High-quality STEM educational kits

Welcome to Sagedel, your trusted source for high-quality STEM educational kits. We provide institutions, schools, and laboratories with the most reliable, hands-on learning apparatus available. Dive into our extensive collection of lab equipment, innovative math models, and vocational trainers designed to elevate your curriculum.

Multi-layer DIY Water Filtration Kit experiment with two students pouring muddy water into a column of sand, gravel, and activated carbon.Concise, descriptive, and essential for accessibility and Google Image ranking. Includes the primary keyword
All ProductsAlgebra & Number SystemsConic & Cycloidal CurvesGeometry & ShapesMathematical Constructions & ToolsMathematical Devices & DemonstratorsMathematical History & Recreational MathMathematical Logic, Sets, and RelationsMathsScienceTheoremsUncategorizedVocational
Handloom trainer kit for beginner weaving practice.
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Traditional Handloom Trainer Kit
Large-scale wiring diagram schematic for home appliance repair and maintenance.
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Large Schematics Home Appliances
Digital Body Mass Index Station (BMI) for accurate health screening and body composition analysis.
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Body Mass Index Station
Educational Reverse-Osmosis-Cycle-Simulator demonstrating the water purification process.
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Reverse Osmosis Cycle Simulator
Electronic Display Identification Board for component recognition and circuit analysis training.
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Electronics Display Identification Board
Hands-on Home Automation Simulator for learning smart home installation and programming.
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Home Automation Simulator
Hands-on Air Conditioner Simulator for HVAC technical training and fault diagnosis practice.
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Air Conditioner Simulator
Hands-on Smart Drip Irrigation Training Kit for learning modern water management and automation.
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Smart Drip Irrigation Training Kit
Heavy-duty Workbench Station with integrated storage for electronics or mechanical vocational training.
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Workbench Station
Portable Motorized Pottery Wheel Kit for beginner ceramic art and throwing practice.
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Motorized Pottery Wheel Kit
Hands-on Refrigeration Trainer Simulator for demonstrating and diagnosing vapor compression cycles.
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Refrigeration Trainer Simulator
Beginner-friendly Electronics for Fun Kit for learning basic circuits and coding.
Sagedel hand power generation building blocks kit featuring a manual crank, circuit connectors, and a small motor for STEM learning
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Electronics for Fun Kit
Comprehensive Molecular Model Kit for visualizing chemical structures and organic compounds.
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Molecular Model Kit
Comprehensive Physical Experiment Kit for hands-on demonstration of physics principles in the classroom.
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Compound & Field Microscope
Educational Water Filtration Kit demonstrating purification processes and media effectiveness.
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Water Filtration Kit
Comprehensive Physical Experiment Electricity and Magnetism Kit for STEM classroom demonstrations.
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Physical Experiment Kit
Precision Optical Bench Kit for hands-on experiments in reflection, refraction, and lens focal length.
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Optical Bench Kit
Comprehensive resource for learning the principles of Electricity and Magnetism and their applications.
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Electricity & Magnetism
Digital Trigonometric Function Calculator displaying sine, cosine, and tangent results.
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Trigonometric Function Calculator
Intricate gear system and escapement of a vintage Mechanical Clock movement.
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Mechanical Clock
Detailed diagram of the human Liver System, showing blood vessels and bile ducts.
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Lever System
Visual representation of a 900 Cube Counting problem for mathematics and spatial reasoning practice.
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900’s Cube Counting
Specialized Delton Board electronics training kit for microcontroller programming and circuit experiments.
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Delton Board
Diagram illustrating Corresponding and Alternate Angles formed by a transversal intersecting parallel lines.
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Corresponding & Alternate Angles
Venn diagram illustrating the four fundamental operations on two sets, A and B: Union ($A \cup B$), Intersection ($A \cap B$), Difference ($A \setminus B$), and Complement ($A'$ or $A^c$).
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Operations In Sets
Geometric visualization and formula derivation for the sum of the first $n$ natural numbers, illustrating how two triangular arrays of dots form a complete $n \times (n+1)$ rectangle.
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Sum Of First N Numbers
Geometric proof and formula for the sum of the cubes of the first $n$ natural numbers, illustrating how the sum of the cubes equals the square of the sum of the numbers.
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Sum Of Cubes
Formula for the Sum of Geometric Progression ($S_3$) showing the terms $a + ar + ar^2$.
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Sum Of GP = 1/3
*Graph and formula illustrating the convergence of an infinite geometric series, showing the sum to infinity ($S_\infty$) is only possible when the absolute value of the common ratio ($
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Sum Of GP = 1/2
Derivation steps and final formula for the sum of the first n terms of a Geometric Progression ($S_n$), showing the calculation for both when the common ratio (r) is not equal to 1 and when it equals 1.
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Sum Of GP = 1
Diagram defining a fraction, illustrating the numerator, denominator, and fraction bar, and showing equivalent fractions using circles or rectangles divided into equal parts.
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Fraction
Graph illustrating an inverse ratio relationship, showing a curve (hyperbola) that approaches the axes, which represents the constant product $xy = k$.
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Inverse Ratio
Graph illustrating a direct ratio relationship, showing a straight line passing through the origin, which represents the constant ratio $y/x = k$.
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Direct Ratio
Visual proof and formulas for the three fundamental algebraic identities: the square of a sum ($a+b)^2$, the square of a difference ($a-b)^2$, and the difference of squares ($a^2-b^2$).
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Algebraic Identities
Precision engineering tool: Vernier Calliper for measuring internal, external, and depth dimensions.
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Vernier Calliper
Professional Measuring Wheel for accurate distance calculation on construction sites and paved surfaces.
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Measuring Wheel
Diagram illustrating the hierarchy of quadrilaterals: Rectangle to Square Parallelogram relationships.
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Rectangle To Square (Parallelogram)
Geometric construction showing the two equal tangents drawn to a circle from an External Point.
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Tangent From Two Circles
Geometric construction showing the two equal tangents drawn to a circle from an External Point.
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Tangent From An External Point
Diagram illustrating the Euler Line Theorem, showing the orthocenter, centroid, and circumcenter of a triangle.
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Euler’s Line Theorem
Equation $y^2 = N x^2 + 1$ with $N$ as a non-square integer.
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Bhaskara’s Theorem
Diagram illustrating the Chakravāla method or an algebraic solution for the Brahmagupta–Bhāskara Equation (Pell's equation) $y^2 = N x^2 + 1$.
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Pascal Theorem
Geometric illustration of Monge's Theorem, where the three external homothetic centers (intersection points of the common external tangents) of three circles lie on a single straight line.
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Monge’s Theorem
Diagram illustrating the Pythagorean Theorem, $a^2 + b^2 = c^2$.
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Pythagoras Theorem
Geometric illustration of an angle being divided into three equal parts (angle trisection).
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Angle Triesector
Diagram illustrating the Triangle Proportionality Theorem (BPT) with the line parallel to one side.
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Triangle Proportionality Theorem
Cardioid curve graph with polar equation r = a(1 + cos(θ))
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Cardioid
Geometric diagram of the Lunes of Alhazen, showing the sum of the lune areas equals the area of the right triangle.
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Lunes Of Alhazen
Geometric diagram of the Lune of Hippocrates, demonstrating that the area of the lune equals the area of the inner triangle.
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Lunes Of Hippocrates
Geometric graph of an Orthocycloid, a specialized roulette curve traced by a point on a rolling circle.
Geometric graph of an Orthocycloid, a specialized roulette curve traced by a point on a rolling circle.
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Orthocycloid (Shortened, Common, Extended)
Geometric diagram of an epicycloid, a plane curve traced by a point on a circle rolling on the outside of a fixed circle.
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Epicycloid
Geometric diagram of a hypocycloid, a curve traced by a point on a circle rolling on the inside of a fixed circle.
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Hypocycloid
Geometric construction showing the two equal tangents drawn to a circle from an External Point.
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Tangential Quadrilateral
3D surface area models of common geometric shapes, including a cube, cylinder, and rectangular prism, displayed alongside their corresponding flat nets.
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Surface Area Models
Geometric construction showing the process of inscribing the maximum area equilateral triangle within a square using the $15^\circ$ angle method.
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Largest Equilateral Triangle From A Square
Sagedel maths lab instructional board explaining the Area of Trapezium with step-by-step derivation, geometric diagrams of a triangle and trapezium, and the formula 1/2(a+b)h
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Area Of A Trapezium
Diagram showing the five Platonic Solids: Tetrahedron, Cube, Octahedron, Dodecahedron, and Icosahedron.
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Platonic Shapes
Geometric proof showing the sum of the interior angles of a triangle is equal to 180 degrees.
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Sum Of Interior Angles Of A Triangle (V₂)
Geometric proof showing the sum of the interior angles of a triangle is equal to 180 degrees.
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Sum Of Interior Angles Of A Triangle (V₁)
Geometric diagram of a Golden Pentagon, showing the relationship between its sides and diagonals via the golden ratio.
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Golden Pentagon
Diagram illustrating three methods for calculating the area of a polygon: the apothem and perimeter formula for regular polygons, decomposition into triangles for irregular polygons, and the coordinate-based Shoelace Formula.
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Area of A Polygon
Diagram demonstrating the sum of the interior angles of an n-sided polygon by dividing a polygon into (n-2) non-overlapping triangles from a single vertex.
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Interior Angle of A Polygon
Photo of a paper square folded into an equilateral triangle (origami construction).
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Equilateral Triangle From A Square
Diagram illustrating the key components and properties of a circle, including the radius, diameter, circumference, chord, tangent line, and central angle.
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Properties Of Circle

Discover Sagedel’s high-quality STEM educational kits and lab equipment for hands-on learning. Find math models and vocational trainers for schools and institutions.

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