Geometry Crash Course 2022: Learn Geometry in 11 Hours
- Description
- Curriculum
- FAQ
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For many students, geometry has been one of the difficult chapters in mathematics. And we are here to help you understand the geometry in a very simple way.
In this course, we have covered all the important parts of geometry. From basic terms, theorems to important solution, we have dedicated video course for each parts.
In the first glance, geometry seems to be difficult for students but when you start to understand the core conceptual knowledge of geometry, then geometry will be the easiest chapters for all students. Our step by step video guide will be able to make you capable of understanding the geometry easily.
Course content:
- Basic geometrical terms: In this part, I have discussed all the necessary basic geometrical terms.
- Triangle: You will gain all the necessary knowledge of triangle such as its types, important theorems and many important solutions.
- Parallelogram: You will gain necessary knowledge about parallelogram such as its features, important theorems and important solutions. You will find the dedicated video courses related to the parallelogram which are essential in geometry.
- Circle: You will gain insight knowledge about circle, it’s overview, theorems and important solutions.
- Similarity: You will understand the similarity concept and important solution.
And we will be adding more practice videos in the upcoming days.
Thank you
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7Method 1: Theorem 1- The sum of three angles of triangle is two right anglesVideo lesson
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8[Updated]: Method 2 - The sum of interior angles of triangle is two right anglesVideo lesson
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9Important quiz based on theorem 1.Quiz
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10Theorem 2: The exterior angle is equal to sum of two opposite interior anglesVideo lesson
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16Theorem 3: Base angles of an isosceles triangle are equalVideo lesson
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17Theorem 4: if two angles of a triangle are equal, it is an isosceles triangleVideo lesson
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18Theorem 5: The relation between bisector of vertical angle and it's baseVideo lesson
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19Theorem 6: The relation between the line joining the vertex and baseVideo lesson
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32Theorem 1:Video lesson
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33Theorem 2:Video lesson
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34Theorem 3: The opposite angles and sides of a parallelogram are equalVideo lesson
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35Theorem 4: (Converse of previous theorem 3)Video lesson
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36Theorem 5: (Converse of previous theorem 3)Video lesson
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37Theorem 6: The diagonals of a parallelogram bisect each otherVideo lesson
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38Theorem 7: If diagonals of a quadri. bisect each other, quad. is parallelogramVideo lesson
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39Exercise: Some important solution based on parallelogram theoremVideo lesson
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43Similarity Concept OverviewVideo lesson
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44#1. Worked out example based on similarityVideo lesson
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45#2. Worked out example based on similarityVideo lesson
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46#3. Worked out example based on similarityVideo lesson
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47#4. Worked out example based on similarityVideo lesson
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48#5. Worked out example based on similarityVideo lesson
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49#6. Worked out example based on similarityVideo lesson
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50#7. Worked out example based on similarityVideo lesson
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60Theorem 1: The perpendicular drawn from centre of circle to chord bisect chordVideo lesson
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61Theorem 2: The relation between line joining between midpoint & centre of circleVideo lesson
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62Theorem 3: The perpendicular bisector of a chord passes through centre of circleVideo lesson
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63Theorem 4: In a circle, equal chords are equidistant from the centreVideo lesson
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64Theorem 5: Chords which are equidistant from the centre of a circle are equalVideo lesson
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65Theorem 6: The centre angle is double the angle at the circumference on same arcVideo lesson
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66Theorem 7: Angles in the circumference standing on the same arc are equalVideo lesson
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67Theorem 8: The opposite angles of cyclic quadrilateral are supplementaryVideo lesson
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68Theorem 9: The relation between exterior angle of cyclic quadri. & Opp. Int. angVideo lesson

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