Morunka

Quadratwurzel
\begin{flalign*} &(a) \quad \text{Calculate: } 2^{ §§V1(2,5,1)§§ } \cdot 3^{ §§V2(1,3,1)§§ } && \\ &(b) \quad \text{Calculate: } (4^{ §§V3(2,4,1)§§ })^2 \cdot 5^{ §§V4(1,5,1)§§ } && \\ &(c) \quad \text{Calculate: } \frac{7^{ §§V5(2,6,1)§§ }}{7^{ §§V6(1,4,1)§§ }} && \\ &(d) \quad \text{Calculate: } (2^{ §§V7(3,6,1)§§ })^3 \cdot (2^{ §§V8(2,4,1)§§ })^2 && \\ &(e) \quad \text{Calculate: } 6^{ §§V9(1,5,1)§§ } \cdot (6^{ §§V10(2,6,1)§§ })^2 && \\ &(f) \quad \text{Calculate: } (3^{ §§V1(1,3,1)§§ })^4 \div 3^{ §§V2(2,5,1)§§ } && \\ &(g) \quad \text{Calculate: } \frac{5^{ §§V3(2,7,1)§§ }}{5^{ §§V4(1,5,1)§§ } \cdot 5^{ §§V5(3,9,1)§§ }} && \\ &(h) \quad \text{Calculate: } (2^{ §§V6(1,6,1)§§ } \cdot 2^{ §§V7(2,7,1)§§ })^2 \div 2^{ §§V8(3,8,1)§§ } && \\ &(i) \quad \text{Calculate: } 4^{ §§V9(2,5,1)§§ } \cdot 4^{ §§V10(3,7,1)§§ } \div 4^{ §§V1(1,4,1)§§ } && \\ \end{flalign*}
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