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ruslelena [56]
3 years ago
13

what A square that is 9 cm on each side is similar to a square that is 3 cm on each side; each side in the larger square is thre

e times as long as the one it corresponds to in the smaller square. How does the perimeter of the larger square relate to the perimeter of the smaller square? How does the area of the larger square relate to the area of the smaller square? If cubes were to be built from these squares, how would the volume of the larger cube relate to the volume of the smaller cube?
Mathematics
1 answer:
Nata [24]3 years ago
7 0
12 dnndjfjf by b.f b.v fb
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It's kinda like using variables, but shapes in their place. Let's set the circle to x, the triangle to y, and the square to z. Now the equations say x+(y+z)=13, (y+z)=8, and x+y=7. First thing we can do it plug 8 into the first equation for y+z, getting x+8=13. Subtract 8 to both sides and x (or circle) equals 5. Plug 5 into the last equation, x+y=7 to solve for y, getting 5+y=7. Subtract 5 to both sides and y (or triangle) equals 2. Finally, plug two in for y in y+z=8, getting 2+z=8. Subtract 2 from both sides and z (or square) equals 6. Hope I've explained it clearly!!
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3 years ago
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