Question

Vă rog dau coronița!!!​

Answer 1

Explicație pas cu pas:

${5}^{36} = {5}^{18 \cdot 2} = \bf {({5}^{18})}^{2}$

${7}^{100} = {7}^{50 \cdot 2} = \bf {({7}^{50})}^{2}$

${( {5}^{6} )}^{7} = {5}^{6 \cdot 7} = {5}^{42} = {5}^{21 \cdot 2} = \bf {({5}^{21})}^{2}$

${11}^{15} \cdot {11}^{13} = {11}^{15 + 13} = {11}^{28} = {11}^{14 \cdot 2} = \bf {( {11}^{14} )}^{2}$

${13}^{78} = {13}^{39 \cdot 2} = \bf {({13}^{39})}^{2}$

${19}^{25} \cdot {19}^{7} = {19}^{25 + 7} = {19}^{32} = {19}^{16 \cdot 2} = \bf {( {19}^{16} )}^{2}$