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Shadow Length - Expert Level: conceptual clarity Shadow Length EXPERT

This skill evaluation ⚡ worksheet focuses on Shadow Length - a key topic in Direction Sense. You'll solve 20 expert-level problems (Worksheet 9 of 10). The primary focus is on conceptual clarity. Master shadow length ssc cgl, shadow length reasoning tricks, and fast shadow length solving through systematic practice.

📝 Worksheet 9 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Expert level

What you'll learn in this worksheet:
Your progress through Shadow Length
Worksheet 9 of 10 (88% complete)

Question 1

A 21m tall person is standing outside at 15:00 afternoon. If the sun's rays make a 15° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 21 × tan(15°) = 5.6 m. Shadow direction: East (sun in opposite direction).

Question 2

A 12m tall person is standing outside at 9:00 morning. If the sun's rays make a 15° angle with the ground, and his shadow falls towards West, what is the length of his shadow?
Shadow length = height × tan(angle) = 12 × tan(15°) = 3.2 m. Shadow direction: West (sun in opposite direction).

Question 3

A 25m tall person is standing outside at 18:00 evening. If the sun's rays make a 30° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 25 × tan(30°) = 14.4 m. Shadow direction: East (sun in opposite direction).

Question 4

A 27m tall person is standing outside at 9:00 morning. If the sun's rays make a 15° angle with the ground, and his shadow falls towards West, what is the length of his shadow?
Shadow length = height × tan(angle) = 27 × tan(15°) = 7.2 m. Shadow direction: West (sun in opposite direction).

Question 5

A 14m tall person is standing outside at 15:00 afternoon. If the sun's rays make a 15° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 14 × tan(15°) = 3.8 m. Shadow direction: East (sun in opposite direction).

Question 6

A 25m tall person is standing outside at 18:00 evening. If the sun's rays make a 30° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 25 × tan(30°) = 14.4 m. Shadow direction: East (sun in opposite direction).

Question 7

A 22m tall person is standing outside at 15:00 afternoon. If the sun's rays make a 15° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 22 × tan(15°) = 5.9 m. Shadow direction: East (sun in opposite direction).

Question 8

A 28m tall person is standing outside at 18:00 evening. If the sun's rays make a 30° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 28 × tan(30°) = 16.2 m. Shadow direction: East (sun in opposite direction).

Question 9

A 17m tall person is standing outside at 18:00 evening. If the sun's rays make a 30° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 17 × tan(30°) = 9.8 m. Shadow direction: East (sun in opposite direction).

Question 10

A 18m tall person is standing outside at 12:00 noon. If the sun is directly overhead, what is the length of his shadow?
When sun is directly overhead at noon, no shadow is cast (or shadow directly below).

Question 11

A 19m tall person is standing outside at 9:00 morning. If the sun's rays make a 15° angle with the ground, and his shadow falls towards West, what is the length of his shadow?
Shadow length = height × tan(angle) = 19 × tan(15°) = 5.1 m. Shadow direction: West (sun in opposite direction).

Question 12

A 19m tall person is standing outside at 6:00 morning. If the sun's rays make a 30° angle with the ground, and his shadow falls towards West, what is the length of his shadow?
Shadow length = height × tan(angle) = 19 × tan(30°) = 11.0 m. Shadow direction: West (sun in opposite direction).

Question 13

A 18m tall person is standing outside at 15:00 afternoon. If the sun's rays make a 15° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 18 × tan(15°) = 4.8 m. Shadow direction: East (sun in opposite direction).

Question 14

A 10m tall person is standing outside at 12:00 noon. If the sun is directly overhead, what is the length of his shadow?
When sun is directly overhead at noon, no shadow is cast (or shadow directly below).

Question 15

A 16m tall person is standing outside at 18:00 evening. If the sun's rays make a 30° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 16 × tan(30°) = 9.2 m. Shadow direction: East (sun in opposite direction).

Question 16

A 12m tall person is standing outside at 6:00 morning. If the sun's rays make a 30° angle with the ground, and his shadow falls towards West, what is the length of his shadow?
Shadow length = height × tan(angle) = 12 × tan(30°) = 6.9 m. Shadow direction: West (sun in opposite direction).

Question 17

A 23m tall person is standing outside at 18:00 evening. If the sun's rays make a 30° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 23 × tan(30°) = 13.3 m. Shadow direction: East (sun in opposite direction).

Question 18

A 24m tall person is standing outside at 18:00 evening. If the sun's rays make a 30° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 24 × tan(30°) = 13.9 m. Shadow direction: East (sun in opposite direction).

Question 19

A 13m tall person is standing outside at 12:00 noon. If the sun is directly overhead, what is the length of his shadow?
When sun is directly overhead at noon, no shadow is cast (or shadow directly below).

Question 20

A 26m tall person is standing outside at 18:00 evening. If the sun's rays make a 30° angle with the ground, and his shadow falls towards East, what is the length of his shadow?
Shadow length = height × tan(angle) = 26 × tan(30°) = 15.0 m. Shadow direction: East (sun in opposite direction).
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