Math Olympiad Problem `x^{x}=3^{27+2x}` . Find the Value of x Solution `x^{x}=3^{27+2x}` We can rewrite the above equation as `x^{x}=3^{27}.3^{2x}` Now divide both si…
Read moreMath Olympiad Problem `\sqrt{x\sqrt{2x\sqrt{3x}}} =12` let's do square on Both side we will get `\left( \sqrt{x\sqrt{2x\sqrt{3x}}}\right)^{2} =12^{2}` We will get …
Read moreMath Olympiad Question In this blog we are going to solve this Question ` \frac{\sqrt{10}+\sqrt{15}+\sqrt{20}}{\sqrt{2}+\sqrt{3}+\sqrt{6}+\sqrt{8}+\sqrt{16}}` We can re…
Read moreIn this blog we are going to solve this math olympiad problem from Australia Solution `\sqrt{7\sqrt{7\sqrt{7\sqrt{7...}}}}` Let the above equation be say x , we get `x=…
Read moreInteresting Math Question from Olympiad-1 In this blog we are going to solve this Question `\left( \frac{5^{x}+25^{x}}{5^{x}} \right) = 26` I can Write `25^{x} as 5^{x…
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