समाधान {l}{logsqrt[3]{16}-8sqrt[3]{128}+6sqrt[3]{250}-4sqrt[3]{2}}{sqrt[4]{63a^{13}}-3sqrt{700a^{21}}+48sqrt{343a^{33}}}{4sqrt{12}-8sqrt{27m^2}+5sqrt{3m}-2sqrt{48m^5}}{1,5sqrt{20}-0,2sqrt{45b^7}+5sqrt{500}-0,8sqrt{80b^7}}

$$\left. \begin{array} { l } { \log \sqrt[ 3 ] { 16 } - 8 \sqrt[ 3 ] { 128 } + 6 \sqrt[ 3 ] { 250 } - 4 \sqrt[ 3 ] { 2 } } \\ { \sqrt[ 4 ] { 63 a ^ { 13 } } - 3 \sqrt { 700 a ^ { 21 } } + 48 \sqrt { 343 a ^ { 33 } } } \\ { 4 \sqrt { 12 } - 8 \sqrt { 27 m ^ { 2 } } + 5 \sqrt { 3 m } - 2 \sqrt { 48 m ^ { 5 } } } \\ { 1,5 \sqrt { 20 } - 0,2 \sqrt { 45 b ^ { 7 } } + 5 \sqrt { 500 } - 0,8 \sqrt { 80 b ^ { 7 } } } \end{array} \right.$$

मूल्याङ्कन गर्नुहोस्

$$\frac{2\sqrt[3]{2}\left(2^{\frac{2}{3}}\ln(2)-9\ln(10)\right)}{3\ln(10)},\ \sqrt[4]{7}a^{\frac{13}{4}}\left(336\sqrt[4]{7}a^{\frac{53}{4}}-30\sqrt[4]{7}a^{\frac{29}{4}}+\sqrt{3}\right),\ \sqrt{3}\left(-8m^{\frac{5}{2}}-24m+5\sqrt{m}+8\right),\ 1,\ 10\sqrt{5},\ 2\sqrt{5}\left(3b^{\frac{7}{2}}+25\right),\ 32\sqrt{5}b^{\frac{7}{2}}$$