Find the Surface Area of a Solid Using Volume and Similarity
Description:
Warning: This kata is currently broken and I am trying to fix it at the moment. Please do not attempt to solve it.
In this exercise, you will build a function that takes three parameters, a_vol, a_area and b_vol, all positive integers above 0.
You have 2 similar cuboids, A and B. a_vol represents the volume of cuboid A and a_area represents its surface area. Respectively, b_vol represents the volume of cuboid B. You must find cuboid B's surface area and return it. It must be rounded to 2 decimal points.
Hint: To find the surface area, you must take the ratio of A and B's volumes and square root it before assosiating it with A's surface area.
For example, if the parameters passed are (3, 2, 6), the ratio between A's volume and B's volume is 2. Then you must square root it and then multiply it by 2.
If you can, try writing it in one line of code.
Similar Kata:
Stats:
| Created | Mar 17, 2017 |
| Warriors Trained | 19 |
| Total Skips | 0 |
| Total Code Submissions | 11 |
| Total Times Completed | 5 |
| Python Completions | 5 |
| Total Stars | 0 |
| % of votes with a positive feedback rating | 13% of 4 |
| Total "Very Satisfied" Votes | 0 |
| Total "Somewhat Satisfied" Votes | 1 |
| Total "Not Satisfied" Votes | 3 |
| Total Rank Assessments | 2 |
| Average Assessed Rank | 7 kyu |
| Highest Assessed Rank | 7 kyu |
| Lowest Assessed Rank | 7 kyu |
