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2015 AIME II Problems/Problem 4: Difference between revisions

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Isosceles trapezoid has bases of length <math>log3</math> and <math>log192</math>. The altitude of the trapezoid is <math>log16</math>. The perimeter of the trapezoid may be expressed in the form <math>log2^m 3^n</math>, what is m + n?
Isosceles trapezoid has bases of length <math>\log 3</math> and <math>\log 192</math>. The altitude of the trapezoid is <math>\log 16</math>. The perimeter of the trapezoid may be expressed in the form <math>\log 2^m 3^n</math>, what is <math>m + n</math>?

Revision as of 15:47, 26 March 2015

Isosceles trapezoid has bases of length $\log 3$ and $\log 192$. The altitude of the trapezoid is $\log 16$. The perimeter of the trapezoid may be expressed in the form $\log 2^m 3^n$, what is $m + n$?

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