In a model of the Petronas Twin Towers, the height of the towers is 11.3 cm, while their actual height is 452 m. If the length of the sky bridge between them (in the model) is 1.45 cm, find the length of the actual sky bridge.
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Answer:
Living up to their status as a global icon, the Petronas Twin Towers house an amazing collection of attractions. They also function as an office building and the headquarters for the PETRONAS oil and gas company
Step-by-step explanation:
1,483The design of each tower floor plate is based on simple Islamic geometric forms of two interlocking squares, creating a shape of an eight-pointed star. Architecturally, these forms represent the important Islamic principles of unity, harmony, stability and rationality.3 feet
Squeaking past the Chicago Sears Tower by 33 feet, the spires atop the Petronas Towers peak at an impressive 1,483 feet.
The bridge is 170 m (558 ft) above the ground and 58.4 m (192 ft) long, weighing 750 tons. The same floor is also known as the podium, since visitors going to higher levels have to change elevators here.Petronas Twin Towers, pair of skyscraper office buildings in Kuala Lumpur, Malaysia, that are among the world's tallest buildings.
To find the length of the actual sky bridge in the Petronas Twin Towers, the ratio of the model length to the actual length must first be calculated by dividing the model height by the actual height. The actual length of the sky bridge can then be found by dividing the model length by this ratio. In this case, the length of the actual sky bridge is approximately 580 m.
To find the length of the actual sky bridge in the Petronas Twin Towers, we need to calculate the ratio of the model length to the actual length, and then multiply the actual height of the sky bridge by this ratio.
The height of the towers in the model is 11.3 cm, while their actual height is 452 m. So, the ratio of the model height to the actual height is:
ratio = model height / actual height = 11.3 cm / 452 m = 2.5 x 10^-4
Similarly, the length of the sky bridge in the model is 1.45 cm, so the actual length of the sky bridge can be calculated as:
actual length = model length / ratio = 1.45 cm / (2.5 x 10^-4) = 580 m
Therefore, the length of the actual sky bridge in the Petronas Twin Towers is approximately 580 m.
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