Answer :
For this case we have the following expression for the rectangular box:
[tex]2x (2x + 5) (2x - 3) [/tex]
We can use the distributive property of multiplication to find an equivalent expression for the volume.
We have then:
[tex](4x ^ 2 + 10x) (2x - 3) [/tex]
Rewriting again we have:
[tex](8x ^ 3 + 20x ^ 2) + (-12x ^ 2 - 30x) [/tex]
Adding similar terms we have:
[tex]8x ^ 3 + 8x ^ 2 - 30x [/tex]
Answer:
A statement about the volume of the box that is true is:
The equivalent volume of the rectangular box is:
[tex]8x ^ 3 + 8x ^ 2 - 30x[/tex]
[tex]2x (2x + 5) (2x - 3) [/tex]
We can use the distributive property of multiplication to find an equivalent expression for the volume.
We have then:
[tex](4x ^ 2 + 10x) (2x - 3) [/tex]
Rewriting again we have:
[tex](8x ^ 3 + 20x ^ 2) + (-12x ^ 2 - 30x) [/tex]
Adding similar terms we have:
[tex]8x ^ 3 + 8x ^ 2 - 30x [/tex]
Answer:
A statement about the volume of the box that is true is:
The equivalent volume of the rectangular box is:
[tex]8x ^ 3 + 8x ^ 2 - 30x[/tex]
If this is for apex the answer is:
The volume is the product of the area of the base, 2x(2x+5), and the height, 2x-3.
The volume is the product of the area of the base, 2x(2x+5), and the height, 2x-3.