[tex]( {7}^{2004} + {7}^{2002} + {7}^{2003} ) \div ( {7}^{2} + \frac{824}{163}) [/tex]
[tex]( {7}^{2} + 1 + 7) \times {7}^{2002} \div (49 + \frac{824}{163} )[/tex]
[tex](49 + 1 + 7) \times {7}^{2002} \div \frac{8811}{163} [/tex]
[tex]57 \times {7}^{2002} \times \frac{163}{8811} [/tex]
[tex]19 \times {7}^{2002} \times \frac{163}{2937} [/tex]
[tex] \frac{3097 \times {7}^{2002} }{2937} [/tex]
Sper ca ti-am fost de folos. Succes!!!
