Explicație pas cu pas:
[tex] {2}^{100} + {8}^{30} \div {2}^{4} + {( - 10 + 8}^{36} + \times { {2}^{2} }^{6} {( - 2)}^{34}) = \\ {(2}^{100}) - {2}^{33} \div {2}^{4} + {( - 2}^{36}) \times {2}^{12} - ({2}^{34}) = \\ ( {2}^{100} ) \times {2}^{29} + ({ - 2}^{24} ) + ( { - 2}^{34} = \\ {2}^{100} - {2}^{39} = \\ {2}^{61} [/tex]
