0.5^{x}+\frac{0.375}{0.5^{x}}=1.75

0.25^{x}-0.5^{x+1}+0.5^{x}-2=0

0.5^{x}+\frac{0.5625}{0.5^{x}}=4.625

2^{2x}-4.5\cdot2^{x}+5=0

3^{x}+\frac{6}{3^{x}}=5

100^{x}-10^{x+2}+10^{x}-300=0

0.04^{x}-0.2^{x+3}+0.2^{x}-0.032=0

10^{2x}-1002\cdot10^{x}+2000=0

0.2^{x}+\frac{0.06}{0.2^{x}}=1.54

0.04^{x}-0.2^{x+3}+0.2^{x}-0.024=0

5^{2x-1}-6\cdot5^{x}+25=0

0.2^{2x-1}-1.008\cdot0.2^{x}+0.0016=0

0.5^{2x}-3.5\cdot0.5^{x}+1.5=0

0.25^{x}-0.5^{x+2}+0.5^{x}-0.5=0

9^{x}-3^{x+3}+3^{x}+27=0

5^{2x-1}-26\cdot5^{x}+125=0

0.2^{2x-1}-1.2\cdot0.2^{x}+0.04=0

3^{2x}-10.5\cdot3^{x}+13.5=0

25^{x}-5^{x+4}+5^{x}-1250=0

2^{2x}-7\cdot2^{x}+10=0

5^{x}+\frac{1.5}{5^{x}}=2.5

0.2^{2x-1}-1.008\cdot0.2^{x}+0.0016=0

25^{x}-5^{x+2}+5^{x}-100=0

2^{2x-1}-5\cdot2^{x}+8=0