117010 The equation \(3^{|3 x+4|}=9^{2 x-2}, x>0\) has the solution

117011 The number of ordered pairs \((x, y)\) of integers satisfying \(x^3+y^3=65\) is

117012 The number of ordered pairs \((x, y)\) of positive integers satisfying \(2^x+3^y=5^{x y}\) is

117013 If \([x]\) represents the greatest integer not greater than \(x\) then \(\left[\left(1+\frac{1}{100000}\right)^{100000}\right]=\)

117010 The equation \(3^{|3 x+4|}=9^{2 x-2}, x>0\) has the solution

117011 The number of ordered pairs \((x, y)\) of integers satisfying \(x^3+y^3=65\) is

117012 The number of ordered pairs \((x, y)\) of positive integers satisfying \(2^x+3^y=5^{x y}\) is

117013 If \([x]\) represents the greatest integer not greater than \(x\) then \(\left[\left(1+\frac{1}{100000}\right)^{100000}\right]=\)

117010 The equation \(3^{|3 x+4|}=9^{2 x-2}, x>0\) has the solution

117011 The number of ordered pairs \((x, y)\) of integers satisfying \(x^3+y^3=65\) is

117012 The number of ordered pairs \((x, y)\) of positive integers satisfying \(2^x+3^y=5^{x y}\) is

117013 If \([x]\) represents the greatest integer not greater than \(x\) then \(\left[\left(1+\frac{1}{100000}\right)^{100000}\right]=\)

117010 The equation \(3^{|3 x+4|}=9^{2 x-2}, x>0\) has the solution

117011 The number of ordered pairs \((x, y)\) of integers satisfying \(x^3+y^3=65\) is

117012 The number of ordered pairs \((x, y)\) of positive integers satisfying \(2^x+3^y=5^{x y}\) is

117013 If \([x]\) represents the greatest integer not greater than \(x\) then \(\left[\left(1+\frac{1}{100000}\right)^{100000}\right]=\)