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Answered on 04/01/2022 Learn Construction

Rathi

Tamil and Maths Tutors

Given PR-PQ=2.3 PR-5.4=2.3 PR=2.3+5.4 PR=7.7CM
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Answered on 02 Feb Learn Construction

Pooja R. Jain

As part of our exploration in Class 10 tuition coaching, constructing geometric figures is a vital skill. Today, let's unravel the method to construct an equilateral triangle when given its altitude. UrbanPro.com connects students with experienced tutors specializing in Class 10 tuition coaching,... read more

As part of our exploration in Class 10 tuition coaching, constructing geometric figures is a vital skill. Today, let's unravel the method to construct an equilateral triangle when given its altitude. UrbanPro.com connects students with experienced tutors specializing in Class 10 tuition coaching, providing comprehensive guidance in geometry.

Heading 1: The Challenge - Constructing an Equilateral Triangle from Altitude: Our task is to construct an equilateral triangle when the altitude is given, presenting an intriguing challenge in geometry.

Heading 2: Step-by-Step Construction Guide: Let's break down the construction process into clear steps:

Sub-heading 1: Mark the Altitude:

  • Begin by drawing a base line segment, and mark a point along it to represent the altitude.
  • Label this point as 'A'.

Sub-heading 2: Bisect the Base:

  • From point 'A', draw a perpendicular line to the base to bisect it.
  • Label the point of intersection as 'B'.

Sub-heading 3: Use Compass to Construct Equilateral Triangle:

  • With 'B' as the center and a radius equal to the given altitude, use a compass to draw two arcs intersecting the perpendicular line at points 'C' and 'D'.
  • Connect points 'C' and 'D' to complete the equilateral triangle ABC.

Heading 3: UrbanPro's Expert Geometry Tutors - Guiding the Construction: Why should you choose UrbanPro.com for Class 10 tuition coaching in geometry? Let's explore the benefits:

  • Detailed Construction Techniques: UrbanPro's registered tutors provide step-by-step guidance, ensuring students grasp the intricacies of geometric constructions.
  • Interactive Learning Resources: Tutors use interactive tools and resources to make geometry engaging and easy to comprehend in online coaching sessions.
  • Personalized Feedback: UrbanPro's tutors offer personalized feedback, allowing students to refine their construction skills and excel in geometry.

Heading 4: Why Opt for UrbanPro's Class 10 Tuition Coaching?

  • Verified Tutors: UrbanPro verifies the credentials of its tutors, ensuring students receive guidance from qualified and experienced educators.
  • Flexible Learning Options: UrbanPro provides the flexibility of online coaching, allowing students to learn geometry from the comfort of their homes.
  • Proven Track Record: Many students have successfully mastered geometric constructions through UrbanPro, attesting to the effectiveness of our tuition coaching.

Conclusion: Unlock Geometric Excellence with UrbanPro: In conclusion, UrbanPro.com stands as the ideal platform for mastering geometric constructions, including the construction of equilateral triangles from given altitudes. Our experienced tutors guide students through step-by-step processes, ensuring a strong foundation in geometry. Join UrbanPro for trusted Class 10 tuition coaching and elevate your geometric skills. Success in geometry awaits you with UrbanPro's expert tutors!

 
 
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Asked on 31/12/2021 Learn Construction

2. Construct a ΔXYZ in which ∠Y = 45°, ∠Z = 75° and XY + YZ + ZX = 12 cm.

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Asked on 31/12/2021 Learn Construction

3. Construct a ΔABC in which ∠B = 60°, ∠C = 45° and the perimeter of the triangle is 10 cm.

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Asked on 31/12/2021 Learn Construction

4. Construct a ∠ABC with perimeter 11 cm and each of its base angle is 45°.

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Asked on 31/12/2021 Learn Construction

5. Construct a ∠PQR whose perimeter is 12 cm and the lengths of whose sides are in the ratio 2 : 3 : 4.

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Asked on 31/12/2021 Learn Construction

6. Construct a right-angled triangle whose be is 3.8 cm and hypotenuse is 5.6 cm.

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Asked on 31/12/2021 Learn Construction

7. Construct a ∠ABC in which ∠B = 60° ∠C = 30° and the length of the perpendicular from the vertex A is 5.3 cm.

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Asked on 31/12/2021 Learn Construction

8. Construct an equilateral triangle whose perimeter is 16.2 cm.

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Asked on 31/12/2021 Learn Construction

10. The construction of a triangle ABC in which BC = 6 cm, ∠B = 45° is not possible, when difference... read more
10. The construction of a triangle ABC in which BC = 6 cm, ∠B = 45° is not possible, when difference of AB and AC is equal to read less

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