Question
Katoomba scenic railway in Australia is the steepest railway in the world. The railway makes an angle of 52 degrees with the ground. The railway extends horizontally about 458 ft. What is the height of the railway?
Answers
here hope this helps
Let the horizontal distance = x = 458 feet
And the vertical distance which is the height = y
The railway makes an angle of about 52º with the ground.
∴ y = x tan 52° = 458 * tan 52° = 586.21 feet ≈ 586 feet
The height of the railway is 586 feet
Let the horizontal distance = x = 458 feet
And the vertical distance which is the height = y
The railway makes an angle of about 52º with the ground.
∴ y = x tan 52° = 458 * tan 52° = 586.21 feet ≈ 586 feet
The height of the railway is 586 feet
Related Questions
A railway was built from Burma to Thailand during WWII. What is the correct name for this railway? I...
Im working on a map about the railways in British North America, 1865. And
it shows all the railway...
The grade of a road or a railway road bed is the ratio rise/run, usually expressed as a percent. For...
A locomotive that has a mass of 6.4 x 105 kg is used to pull 2 railway cars. Railway car 1 has a ma...