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The problem asks for the total height of a 30-floor building, where each story has a height of 18 feet.

To find the total height, we can multiply the height of each story by the number of floors:

\[
\text{Total Height} = 18 \, \text{feet/story} \times 30 \, \text{stories} = 540 \, \text{feet}
\]

Thus, the building is **540 feet tall**.

Would you like further details or have any questions? Here are some related questions to deepen your understanding:

1. What would be the height of the building if each story were 20 feet tall?
2. How would the total height change if the building had 40 floors instead?
3. If one floor is converted into a mechanical floor and is 22 feet tall, how would you calculate the new building height?
4. How would you express the total height in meters if 1 foot equals approximately 0.3048 meters?
5. What is the significance of understanding the height of a building in civil engineering?

**Tip:** When calculating total height, remember to multiply the height of a single unit (in this case, a story) by the total number of units (floors) for accuracy.

The height of each story of an apartment building is measured from the bottom of one floor to the bottom of the next floor. Each story has a height of 18 feet. How tall is the building if there are 30 floors?

Find the total height of a 30-floor building, where each story has a height of 18 feet. Learn how to multiply the height of each floor by the total number of floors to get 540 feet. Suitable for Grades 5-7.

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