Question

Determine o M.M.C. dos monômios:

a) ab³, a⁴c², e bc

b) m³n³, m⁴n², m²n⁵

c) 8a, 6a²b, 12b

d) 15a³m, 10am³, 20a²m²

POR FAVOR ME AJUDE​

Answer 1

Resposta:

C EU ACHO

Explicação passo a passo:

Answer 2

Resposta e explicação passo a passo:

$a)\\ab^3,a^4c^2,bc\ /a^3\\b^3,ac^2,bc\ /a\\b^3,c^2,bc\ /b\\b^2,c^2,c\ /b^2\\1,c^2,c\ /c\\1,c,1\ /c\\1,1,1\\\\a^3\bullet{a}\bullet{b}\bullet{b^2}\bullet{c}\bullet{c}=a^4b^3c^2$

$b)\\m^3n^3,m^4n^2,m^2n^5\ /m^2\\mn^3,m^2n^2,n^5\ /m\\n^3,mn^2,n^5\ /m\\n^3,n,n^5\ /n\\n^2,1,n^4\ /n^2\\1,1,n^2\ /n^2\\1,1,1\\\\m^3\bullet{m}\bullet{m}\bullet{n}\bullet{n^2}\bullet{n^2}=m^4n^5$

$c)\\8a,6a^2b,12b\ /2\\4a,3a^2b,6b\ /2\\2a,3a^2b,3b\ /2\\a,3a^2b,3b\ /3\\a,a^2b,b\ /a\\1,ab,b\ /a\\1,b,b\ /b\\1,1,1\\\\2\bullet2\bullet2\bullet2\bullet3\bullet{a}\bullet{a}\bullet{b}=24a^2b$

$d)\\\\15a^3m,10am^3,20a^2m^2\ /2\\15a^3m,5am^3,10a^2m^2\ /2\\15a^3m,5am^3,5a^2m^2\ /3\\5a^3m,5am^3,5a^2m^2\ /5\\a^3m,am^3,a^2m^2\ /a\\a^2m,m^3,am^2\ /a\\am,m^3,m^2\ /a\\m,m^3,m^2\ /m\\1,m^2,m\ /m\\1,m,1\ /m\\1,1,1\\\\2\bullet2\bullet3\bullet5\bullet{a}\bullet{a}\bullet{a}\bullet{m}\bullet{m}\bullet{m}=60a^3m^3$