Difference between revisions of "Editing 2010 AMC 8 PROBLEMS/PROBLEM 24"

Latest revision as of 13:20, 28 September 2024

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-==Solution 4==
+{{delete|page should not be all caps}}
-We can use simplifying methods to help us solve this problem.
-to the 24th power can be written as: (2^6)^4
-to the 12th power can be written as: (5^3)^4
-to the 8th power can be written as: (10^2)^4
-Now we can see which one is the biggest. 2^6 power is 64, 5^3 power is 125, and 10^2 is 100. Now, we can sort them out. We get that 2^24 power is the smallest, 10^8 power is the next one, and 5^12 power is the biggest. Notice that we factored 4 out of all of them. This is because all of the powers were multiplies of 4. Hence, the answer to problem 24 is <math>\boxed{\textbf{(A)}\ 1}</math>.
-~aoh11