Solve x=(({left(1013div1005.5right)}^frac{1{5.257}}-1)*(30.5+273.15))div0.0065

$$x=(( { \left(1013 \div 1005.5 \right) }^{ \frac{ 1 }{ 5.257 } } -1) \times (30.5+273.15)) \div 0.0065$$

Assign x (complex solution)

$$x≔\frac{607300\times 2011^{\frac{4507}{5257}}\left(2011^{\frac{250}{5257}}+2026^{\frac{250}{5257}}\right)\left(2011^{\frac{500}{5257}}+2026^{\frac{500}{5257}}\right)\left(2011^{\frac{5007}{5257}}\times 2026^{\frac{250}{5257}}-2011\right)}{52573573}$$

Solve for x

$$x = \frac{607300 {(2011 ^ {\frac{4257}{5257}} \cdot 2026 ^ {\frac{1000}{5257}} - 2011)}}{26143} \approx 66.083563092$$

Assign x

$$x≔\frac{607300\left(2011^{\frac{4257}{5257}}\times 2026^{\frac{1000}{5257}}-2011\right)}{26143}$$