A = 32 . 43 - 32 + 33
A= 9 . 64 - 9 + 33
A = 576 - 42
A = 534
A = 32 . 43 - 32 + 33
A= 9 . 64 - 9 + 33
A = 576 - 42
A = 534
A = 32.43- 32+33
A = 32(43-1) + 33
A = 9(64-1) + 33
A = 9.63 + 33
A= 567+33
A = 600
\(a=3^2.4^3-3^2+33=3^2\left(4^3-1\right)+33=9.63+33=600\)
tik mik nha
\(A=3^2.4^3-3^2+33\)
\(A=3^2.\left(4^3+33\right)\)
\(A=3^2.\left(64+33\right)\)
\(A=9.97\)
\(A=873\)
\(a=3^2\cdot4^3-3^2+33\)
\(\Leftrightarrow a=9\cdot\left(64-33\right)\)
\(\Leftrightarrow a=9\cdot31=279\)
