Difference between revisions of "2024 AIME II Problems/Problem 15"
Boppitybop (talk | contribs) (Solution) |
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− | Using the <cmath>Egger's Eg(g)regious Eggo Eggnog Egg law</cmath> | + | Using the <cmath>Egger's Eg(g)regious Eggo Eggnog Egg law</cmath> |
we can use the <math>Monkey Math Law</math> to find the total number of true eggs. Thus, we have 69696 total true eggs that are 69able. Then we square root and this yields <math>\boxed{264}</math>. | we can use the <math>Monkey Math Law</math> to find the total number of true eggs. Thus, we have 69696 total true eggs that are 69able. Then we square root and this yields <math>\boxed{264}</math>. |
Revision as of 01:39, 24 January 2024
Problem: Suppose we have chicken eggs and
egg eggs. Find the square root of the total number of true eggs that are 69able.
Solution:
Using the
we can use the
to find the total number of true eggs. Thus, we have 69696 total true eggs that are 69able. Then we square root and this yields
.