$$ 3^{444} imes 2^{666}= $$ A. $$ \quad 5^{1110} $$ B. $$ \quad 6^{1110} $$ C. $$ \quad 48^{222} $$ D. $$ \quad 72^{222} $$

Question

$$ 3^{444} 	imes 2^{666}= $$ A. $$ \quad 5^{1110} $$ B. $$ \quad 6^{1110} $$ C. $$ \quad 48^{222} $$ D. $$ \quad 72^{222} $$

Greene Carter · Accepted Answer

$$ 3^{444} 	imes 2^{666} = 72^{222} $$ Therefore, the correct answer is D. $$ \quad 72^{222} $$.

\( 3^{444} \times 2^{666}= \) A. \( \quad 5^{1110} \) B. \( \quad 6^{1110} \) C. \( \quad 48^{222} \) D. \( \quad 72^{222} \)