Question

continuação da outra questão!​

Answer 1

Resposta passo a passo:

M) $-2g^{12}.4g^{24}=-2.4g^{12+24}=-8g^{36}$

N) $8h^{2}.(-9h)=8.(-9)h^{2+1}=-72h^{3}$

O) $-21i^{6}.(-2i^{7})=-21.(-2)i^{6+7}=42i^{13}$

P) $14u.(-8u)= 14.(-8)u^{1+1}=-112u^{2}$

Q) $-v^{30}.54v^{50}=(-1).54v^{30+50}=-54v^{80}$

R) $-7w^{8}.(-w^{19})=-7.(-1)w^{8+19}=7w^{27}$

S) $k.l=kl$

T) $k^{4}.l^{9}=k^{4}l^{9}$

U) $4k^{6}.12l^{3}=4.12k^{6}l^{3}=48k^{6}l^{3}$

V) $-42e^{2}.5f^{6}=-42.5e^{2}f^{6}=-210e^{2}f^{6}$

W) $-6e^{10}.(-9f^{15})=-6.(-9)e^{10}f^{15}=54e^{10}f^{15}$

X) $o.o^{7}.o^{4}.o^{8}.o=o^{1+7+4+8+1}=o^{21}$

Y) $4q.(-5q).q^{12}.4q^{18}.(-q).(-2q^{8})=4.(-5).1.4.(-1).(-2)q^{1+1+12+18+1+8}=-160q^{41}$

Z) $d.d.d.d.d.d.d.d.d.d.d=d^{1+1+1+1+1+1+1+1+1+1+1}=d^{11}$