at 4:00 p. m. karl stands next to his house and measures his shadow and the houses shadow. karl's shadows is 8 ft. long. the houses shadow is 48 ft. long. if karl is 6 ft. y'all, how tall is his house?

Question

Mathematics

Aspen Mccarthy

28 January, 18:52

at 4:00 p. m. karl stands next to his house and measures his shadow and the houses shadow. karl's shadows is 8 ft. long. the houses shadow is 48 ft. long. if karl is 6 ft. y'all, how tall is his house?

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Answers (1)

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Randy Alexander · Answer 1

36 feet

Step-by-step explanation:

You have to figure out the relation for 6 (karl's real height) and 8 (his shadow's length) by dividing 6 by 8, which gets you a 3/4 ratio of shadow to real height. Since we have the house's height, 48/4=12. Multiplying that by 3 gets you 36, therefore his house is 36 feet.