Question

Write an expression to represent the total volume of two different sized boxes as a sum of cubes if one of the boxes has sides with a length of 1 foot and the other has sides with a length of x feet.

Answer 1

This is not from my homework, I was just wanting an explanation of how to do this.

Answer 2

\[1+x^3\] is my guess

Answer 3

Hmmm... any other guesses?

Answer 4

@iambatman ?

Answer 5

@Whitemonsterbunny17 ?

Answer 6

@zepdrix ?

Answer 7

@zaibali.qasmi ?

Answer 8

@dan815 ?

Answer 9

@study100 ?

Answer 10

@KlOwNlOvE ?

Answer 11

@midhun.madhu1987 ?

Answer 12

@HELP!!!! ?

Answer 13

@agreene ?

Answer 14

@juanpabloJR ?

Answer 15

@Mandre ?

Answer 16

@jenniferjuice ?

Answer 17

We're assuming that the box has square faces?
Meaning that the box is a cube?
Meaning that all the sides are the same length?

Then yes, I would agree with satellite.
Volume of the first box, \(\Large\rm v_1=1\cdot1\cdot1=1\)
Volume of the second box, \(\Large\rm v_2=x\cdot x\cdot x=x^3\)

Total volume being: \(\Large\rm v_1+v_2=1+x^3\)