Đáp án + Giải thích các bước giải:
A = $3^{2}$ . $4^{3}$ - $3^{2}$ + $333^{}$
A = $9^{}$ . $64^{}$ - $9^{}$ + $333^{}$
A = $576^{}$ - $9^{}$ + $333^{}$
A = $567^{}$ + $333^{}$
Vậy A = $900^{}$
.
C = $5^{}$ . $4^{3}$ + $2^{4}$ . $5^{}$ + $41^{}$
C = $5^{}$ . $64^{}$ + $16^{}$ . $5^{}$ + $41^{}$
C = $320^{}$ + $80^{}$ + $41^{}$
C = $400^{}$ + $41^{}$
Vậy C = $441^{}$
.
A = $2^{5}$ . $5^{2}$ - $8^{2}$ - $7^{}$
A = $32^{}$ . $25^{}$ - $64^{}$ - $7^{}$
A = $800^{}$ - $64^{}$ - $7^{}$
A = $736^{}$ - $7^{}$
Vậy A = $729^{}$
.
C = $11^{}$ . $2^{4}$ + $6^{2}$ . $19^{}$ + $40^{}$
C = $11^{}$ . $16^{}$ + $36^{}$ . $19^{}$ + $40^{}$
C = $176^{}$ + $684^{}$ + $40^{}$
C = $860^{}$ + $40^{}$
Vậy C = $900^{}$
.
B = $5^{}$ . $3^{2}$ + $4^{}$ . $3^{2}$
B = $5^{}$ . $9^{}$ + $4^{}$ . $9^{}$
B = $45^{}$ + $36^{}$
Vậy B = $81^{}$
#Regina (●'◡'●)
#Chúc cậu học tốt nè :>
