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In the given figure, MN and KL are parallel lines.
  • a)
    20°
  • b)
    30°
  • c)
     40°
  • d)
    50°
Correct answer is option 'B'. Can you explain this answer?
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In the given figure, MN and KL are parallel lines.a)20°b)30°...
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In the given figure, MN and KL are parallel lines.a)20°b)30°...
**Given information:**

- Length of the vertical stick = 20 m
- Length of its shadow = 10 m
- Length of the tower's shadow = 50 m

**Let's assume:**

- Height of the vertical stick = h
- Height of the tower = H

**Using the concept of similar triangles:**

The length of the shadow is directly proportional to the height of the object.

So, we can write the proportion as:

Height of the vertical stick / Length of its shadow = Height of the tower / Length of its shadow

**Solving the proportion:**

h / 10 = H / 50

Cross-multiplying:

h * 50 = H * 10

Simplifying:

5h = H

**Substituting the given values:**

5 * 20 = H

H = 100 m

Therefore, the height of the tower is 100 m.

Hence, the correct answer is option **B) 100 m**.
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In the given figure, MN and KL are parallel lines.a)20°b)30°...
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In the given figure, MN and KL are parallel lines.a)20°b)30°c)40°d)50°Correct answer is option 'B'. Can you explain this answer?
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