Question

.
( 6x3 - 9x2 + 2x). (2x2 – 3x)
Ayudaaa porfaa

Answer 1

( 6x3 - 9x2 + 2x). (2x2 – 3x)

simplifica

1 Distribuye

$\binom{6 \times 3 - 9 \times {}^{2 + 2 \times } }{} \binom{2 \times {}^{2 - 3 \times } }{}$

$6 \binom{2 \times {}^{2 - 3 \times } }{} \times {}^{3} - 9 \binom{2 \times {}^{2 - 3 \times } }{} \times {}^{2 + 2 \times \binom{2 \times { }^{2 - 3 \times } }{} }$

2 distribuye

$6 \binom{2 \times {}^{2 - 3 \times } }{} \times {}^{3} - 9 \binom{2 \times {}^{2 - 3 \times } }{ } \times {}^{2 + 2 \times } \binom{ \times 2 - 3 \times }{}$

$12 \times {}^{5} - 18 \times {}^{4} - 9 \binom{2 \times {}^{2 - 3 \times } }{} \times {}^{2} + 2 \times \binom{2 \times {}^{2} }{} - 3 \times$

3 distribuye

$12 \times {}^{5} - 18 \times {}^{4} - 9 \binom{2 \times {}^{2 - 3 \times } }{} \times {}^{ {}^{2} } + 2 \times \binom{2 \times {}^{2 - 3 \times } }{}$

$12 \times {}^{5} - 18 \times {}^{4} - 18 \times {}^{4} + 27 \times {}^{3} + 2 \times \binom{2 \times {}^{2 - 3 \times } }{}$

4 distribuye

$12 \times {}^{5} - 18 \times {}^{4} - 18 \times {}^{4} + 27 \times {}^{3 + 2 \times \binom{2 \times {}^{2 - 3 \times } }{} }$

$12 \times {}^{5} - 18 \times {}^{4} - 18 \times {}^{4} + 27 \times {}^{3} + 4 \times \times {}^{3} - 6 \times {}^{2}$

5 combina los terminos semejantes

$12 \times {}^{5} - 18 \times {}^{4} - 18 \times {}^{4} + 27 \times {}^{3} + 4 \times {}^{3} - 6 \times {}^{2}$

$12 \times {}^{5} - 36 \times {}^{4} + 27 \times {}^{23} + 4 \times {}^{3} - 6 \times {}^{2}$

6 combina los terminos semejantes

$12 \times {}^{5} - 36 \times {} {}^{4} + 27 \times {}^{3} + 4 \times {}^{3} - 6 \times {}^{2}$

$12 \times {}^{5} - 36 \times {}^{4} + 31 \times {}^{3} - 6 \times {}^{2}$

solución

$12 \times {}^{5} - 36 \times {}^{4} + 31 \times {}^{3} - 6 \times {}^{2}$

Explicación paso a paso:

espero que te sirva