Question:
The total surface area of a cube = 150.
A. The length of one edge of the cube
B. 4.5
In this question two quantities A and B are given. Compare the two quantities
The total surface area of a cube = 150.
A. The length of one edge of the cube
B. 4.5
In this question two quantities A and B are given. Compare the two quantities
A. The length of one edge of the cube
B. 4.5
In this question two quantities A and B are given. Compare the two quantities
Updated On: Sep 23, 2024
- if quantity A is greater than quantity B
- if quantity B is greater than quantity A
- if quantities A and B are equal
- if comparison cannot be made
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The Correct Option is A
Solution and Explanation
Total surface area of the cube \(=6a^2\)
\(a\) = side of the cube
\(6a^2=150\)
\(a^2=25\)
\(a=5\)
A. The length of one edge of the cube
B. 4.5
So, quantity A is greater than quantity B.So the correct option is (A)
\(a\) = side of the cube
\(6a^2=150\)
\(a^2=25\)
\(a=5\)
A. The length of one edge of the cube
B. 4.5
So, quantity A is greater than quantity B.So the correct option is (A)
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