Two boxes are shaped like cubes. Each edge of the smaller box is 1/2 the length of the corresponding edge of the larger box. The larger box will hold. How many times as much sand as the larger box ? Plz help !!
let L = length of the edge for the large box let (1/2)L = length of the edge for the small box volume = (length of edge)^3 large box volume/small box volume = ?
@Vocaloid should I do 1/2 times 3
^ means exponent so x^3 means x*x*x
@Vocalaid I'm confused now
@vocaloid
let's just find the volume of the large box first, ok? edge of large box = L volume = edge^3 = (edge)*(edge)*(edge) volume of large box = ?
V= 27 ?
edge = L (edge)*(edge)*(edge) = edge^3 replace "edge" with "L"
Kk
@Vocaloid I still dont understand
edge = L volume = (edge)^3 to find volume, replace the word "edge" with "L" volume of large box = L^3 now do the same thing with the small box
What does ^3 mean ???
Its an exponent ?
yes...
x^3 = x*x*x
L^3 = L*L*L, etc....
Kk I got it now . whats the next step ?
find the volume of the small box edge = (1/2)L volume = edge^3 = ?
Its 27 ? Since 3×3×3
no, I don't know where you're getting 3 from... edge = (1/2)L volume = edge^3 = (1/2)L*(1/2)L*(1/2)L = ?
Ohhhhhhhh sorry I kinda misunderstood what you meant I understand Now
Ohhhhhhhh sorry I kinda misunderstood what you meant I understand Now
@Vocaloid I got 1/8
you forgot the L L^3 = ?
Yeah its equal to 1/8
(1/2)L*(1/2)*L*(1/2)L = (1/8)*__^3 fill in the blank you forgot to include the L
1/8L
still missing the exponent
V = 1/8³L ??
V = 1/8³L ??
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