Question

A road is flanked on either side by continuous rows of houses of heig
space in between them. A pedestrian is standing on the median of th
house. The angle of elevation from the pedestrian to the top of the house is 30*(degree).Find the
width of the road.​

Answer 1

Answer:

Width of road= 24  m

Step-by-step explanation:

A road is flanked on either side by continuous rows of houses of height 4 √3 m with no space in between them.

A pedestrian is standing on the median of the road facing a row house.

The angle of elevation from the pedestrian to the top of the house is 30° .

Tan 30°  = Height of house / Distance of Median

=> 1/√3  = 4√3/Distance of Median

=>  Distance of Median = 12  m

Width of road= 2 * Median Distance

=> Width of road= 2 * 12

=> Width of road= 24  m

Answer 2

The answer is 24.

hope it helps you.