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lukas27
08.03.2020 •
Mathematics
Cylinder A is similar to cylinder B, and the radius of A is 3 times the radius of B. What is the ratio of: The volume of A to the volume of B?
What is the ratio of: The lateral area of A to the lateral area of B?
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Ответ:
27:1
9:1
Step-by-step explanation:
Volume A/Volume B = 3³ = 27
Area A/Area B = 3² = 9
Ответ:
Step-by-step explanation:
For two similar shapes, if the ratio of their lengths is La / Lb, then the ratio of their areas is:
Aa / Ab = (La / Lb)²
And the ratio of their volumes is:
Va / Vb = (La / Lb)³
Given that La / Lb = 3:
Aa / Ab = (3)² = 9
Va / Vb = (3)³ = 27
Ответ:
IDK
Step-by-step explanation: