A man sees the top of a tower in a mirror which is at a distance of 87.6m from the
tower. The mirror is on the ground facing upwards. The man is 0.4m away from the
mirror and his height is 1.5m. How tall is the tower?
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A man sees the top of a tower in a mirror which is at a distance of 87.6m from the
tower. The mirror is on the ground facing upwards. The man is 0.4m away from the
mirror and his height is 1.5m. How tall is the tower?
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Answer:
The mirror is on the ground, facing upward. The man is 0.4 m away from the mirror, and the distance of his eye level from the ground is 1.5 m . ... Hence, the height of the tower is 328.5 m.
Step-by-step explanation:
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Answer:
Step-by-step explanation:
Given
To find
Solution
(In ΔABC and ΔEDC)
(Complements of the angle of incidence and angle of reflection are congruent)
(By AA similarity)
∴ Height of the tower is 328.5 m