Surface area of a cube with the length of each edge equal to x+1

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Discussion Overview

The discussion revolves around calculating the surface area of a cube where the length of each edge is expressed as x+1. Participants are seeking clarification on the necessary steps and concepts involved in this calculation.

Discussion Character

  • Homework-related, Conceptual clarification

Main Points Raised

  • One participant expresses difficulty in determining the surface area of a cube with edge length x+1.
  • Another participant asks about the number of sides a cube has and the surface area of each side.
  • A different participant confirms that a cube has 6 sides but admits to not knowing the surface area of each side.
  • Further contributions question the shape of each side and how to calculate the area of that shape.
  • One participant notes a preference against simply providing answers without encouraging understanding.

Areas of Agreement / Disagreement

There is no consensus on how to calculate the surface area, and multiple viewpoints regarding the understanding of the problem remain unresolved.

Contextual Notes

Participants have not established the formula for the surface area of a cube or clarified the relationship between edge length and surface area, leaving assumptions and definitions unaddressed.

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I am having trouble finding the surface area of a cube with the length of each edge equal to x+1. can some one help?
 
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How many sides does a cube have? What is the surface area of each side?
 
a cube has 6 sides and i don't the the surface area of each side i only know that each edge length is x+1 can some one help
 
i mean i don't know the surface area of each side
 
eeeeee said:
i mean i don't know the surface area of each side
What sort of shape is each side, and how do you calculate the area of that shape?
 
Uh, we try not to just hand out answers here...
 

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