The ratios of the areas of the bases of two geometrically similar buckets used to draw water
from well is 4:9.The area of the top of the smaller bucket is 480 cm.sq.
What is the area of the top of the larger bucket? *
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Given :- The ratios of the areas of the bases of two geometrically similar buckets used to draw water from well is 4:9. The area of the top of the smaller bucket is 480 cm.sq.
To Find :- What is the area of the top of the larger bucket ?
Answer :-
Let us assume that, areas of the bases of two geometrically similar buckets is 4x and 9x cm² respectively .
so, according to given data,
→ 4x = 480 cm²
→ x = (480/4) = 120 cm²
then,
→ 9x = 120 * 9 = 1080 cm² (Ans.)
Hence, the area of the top of the larger bucket will be 1080 cm² .
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