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∠EDC = 2y + 10°, ∠C = 110°. ∴ The value of y is ______. - Mathematics

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Question

∠EDC = 2y + 10°, ∠C = 110°. ∴ The value of y is ______.

Options

  • 40°

  • 50°

  • 30°

  • 45°

MCQ
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Solution

∠EDC = 2y + 10°, ∠C = 110°. ∴ The value of y is 50°.

Explanation:


Step 1: Set up the equation

Based on the assumption that the two angles are equal, we can write:

∠EDC = ∠C

Substitute the given expressions for the angles:

2y + 10° = 110°

Step 2: Solve for y

Subtract 10° from both sides of the equation:

2y = 110° – 10°

2y = 100°

Divide both sides by 2:

`y = 100^circ/2`

y = 50°

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Chapter 12: Rectilinear Figures (Theorems on Parallelograms and Construction of Polygons) - MULTIPLE CHOICE QUESTIONS [Page 150]

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B Nirmala Shastry Mathematics [English] Class 9 ICSE
Chapter 12 Rectilinear Figures (Theorems on Parallelograms and Construction of Polygons)
MULTIPLE CHOICE QUESTIONS | Q 4. | Page 150
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