Asked by Mary
Let S be the number of perfect squares among the integers from 1 to 20136. Let Q be the number of perfect cubes among the same integers. What is the relationship between S and Q?
Answers
Answered by
Damon
4 9 16 25 * 36 49 64 81 100 121 * 144 169
8 ********27******64 ********* 125 *****
Oh well, I can say that Q < S :)
8 ********27******64 ********* 125 *****
Oh well, I can say that Q < S :)
Answered by
Damon
4 9 16 25 * 36 49 64 81 100 121 * 144 169 196 * 225
8 ********27******64 ********* 125 ********216
8 ********27******64 ********* 125 ********216
Answered by
Banana McSugartits
2013^6 is the perfect square of 2013^3 meaning that S = 2013^3
2013^6 is the perfect cube of 2013^2 meaning that Q = 2013^2
Therefore 2013Q = S
2013^6 is the perfect cube of 2013^2 meaning that Q = 2013^2
Therefore 2013Q = S
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