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Seventh Grade Math Homework?
PLEASE EXPLAIN ANSWERS IN THE SIMPLEST WAY POSSIBLE.
59. Suppose you arranged 10^3 1 -cm cubes into a large cube.
a. What is the length of an edge of the cube in centimeters?
b. What is the volume of the cube, in cubic centimeters?
Now suppose you arranged 10^6 1 -cm cubes into a large cube.
c. What is the edge of the length of the new cube, in centimeters? What is the volume of the new cube, in cubic centimeters?
d. What is the volume of the new cube, in cubic centimeters? What is the volume of the first large cube, in cubic centimeters?
e. What is the area of a face of the new cube, in square centimeters?
2 Answers
- MojoMajLv 69 years agoFavorite Answer
59. If you have one-thousand cubes with the side of the cubes equal to one centimeter, calculate the cube root of one thousand= 10. That will be the answer to 59a. 10 cm. The volume will be length times width times depth = one-thousand cubic centimeters.
The answer to 59 c. is the cube root of 10^6 = 100 centimeters
59d. The volume of the new cube is 10^6 cubic centimeters; the volume of the first large cube is 10^3 cubic centimeters. 59e. The area of a face of the new cube is 100 times 100 square centimeters = 10,000 cm^2
Source(s): http://en.wikipedia.org/wiki/Cube_(algebra) - 9 years ago
That what was was wrong with the First Problem.....
10^3 = 1000 and THAT IS a Perfect Cube...........cube root is 10
a............edge = 10 cm......ANSWER
b...........V = edge cubed = 10 ^3 = 1000 cm^3.......ANSWER
You have the rest
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A (Four Day Late) CHRISTMAS PRESENT FOR YOU
Ask someone to write a number, say a five-digit number.
(Can be a 2-digit.....3-digit.....4-digit....ect..…
Suppose the number written is
57836
Now, without showing the asker, you write a number on
a sheet of paper and keep it folded. You have to write the
number by subtracting 2 from the above number and
adding 2 in front which will be....
257834
Next, ask the person to write another five-digit number
below his original number. Suppose he writes 37589.
So you now have...
57836
37589
Now you write a five-digit number below it in such a
way that each digit is 9 minus digit above. You now have...
57836
37589
62410
Ask the person to add one more 5-digit number. If he
adds 54732, you add below it 45267. Note that you decided
the number by subtracting each of his digit from 9.
Thus, you now have.....
57836
37589
62410
54732
45267
Next, ask him to add all the number and he gets 257834
Show him the number which you had written as an answer
to this addition earlier in the folded paper and surprise him.