Solve for xxx: 52x+1−26⋅5x+5=05^{2x+1} - 26 \cdot 5^x + 5 = 052x+1−26⋅5x+5=0.
x=0x = 0x=0
x=1x = 1x=1
x=log5(15)x = \log_5(\frac{1}{5})x=log5(51)
All of the above