If The Side Length Is Increased By A Factor Of 3, How Much Larger Is The Perimeter Of A Face Of The New Cube?

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If The Side Length Is Increased By A Factor Of 3, How Much Larger Is The Perimeter Of A Face Of The New Cube?. When the side length of a cube is increased by a factor of 3, the perimeter of a face of the new cube becomes 3 times larger than that of the original cube. The first thing to remember is that this is a length problem.

A nonconducting cube with side length 4a is shown in the diagram with po..
A nonconducting cube with side length 4a is shown in the diagram with po.. from askfilo.com

When the side length of a cube is increased by a factor of 3, the perimeter of a face of the new cube becomes 3 times larger than that of the original cube. The original perimeter of a face of the cube is calculated by multiplying the edge length by 4. Now, the side length is increased by factor of 3 i.e.

If The Side Length Is Increased By A Factor Of 3, How Much Larger Is The Perimeter Of A Face Of The New Cube?


72cm 72cm^(2) 108cm 108cm^(2) there are 2 steps to solve this one. Click here šŸ‘† to get an answer to your question ļø if the side length is increased by a factor of 3, how much larger is the perimeter of a face of the new cube? When the side length of a cube is increased by a factor of 3, the perimeter of a face of the new cube becomes 3 times larger than that of the original cube.

72 Cm 72 Cm2 108 Cm 108 Cm2 Added By David A.


The original perimeter of a face of the cube is calculated by multiplying the edge length by 4. The first thing to remember is that this is a length problem. Calculate the new side length of the cube after the.

Now, The Side Length Is Increased By Factor Of 3 I.e.


Original perimeter = 4 * 9 cm = 36 cm. šŸ¤” not the exact question i’m looking for? So rule out the second fourth choices, because the side length is increased by a factor of 3, so the side.

Recognize That The Problem Is Asking For The Increase In The Perimeter Of A Face Of The Cube When The Side Length Is Increased By A Factor Of 3.


When the edge length is increased by a factor. If the side length is increased by a factor of 3 , how much larger is the perimeter of a face of the new cube?

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