SOLUTION: Two geometrically similar buckets have bases with radii in the ratio 2:5. The top of the small bucket has radius 7 inches. A) Find the radius of the top of the big bucket B) Write
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Question 1136699: Two geometrically similar buckets have bases with radii in the ratio 2:5. The top of the small bucket has radius 7 inches. A) Find the radius of the top of the big bucket B) Write the ratio of the height of the small bucket to the height of the big bucket
Answer by greenestamps(13200) (Show Source): You can put this solution on YOUR website!
All linear measurements of corresponding parts of the two buckets are in the same ratio of 2:5.
(A): 7*5/2 = 35/2 inches
(B) 2:5
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