L. Individualmente hazla multiplicación de los siguientes monomios: xtimes (2x)=2x^2 b. 2xtimes (3x)=6x^2 j. (ab^2)(-3a^3c)=-3a^3b^2c c (-2x)times x^3=-2x^4 h (x^2y^2)(-0.5x^3y^3)=-0.5x^3y^9 d. (-3x^2)times (2x^3)=-6x^5 ((-m^2n)/(2))(4m^3n^2)= e. (-3x^3)(-2x^3)=+6x^6 (2x)^2x= J. 3z(-3z^2)=-3z^3 ((x)/(2))^3(-2y^4)= g. (-m^2)(5m^3)=5m^5 (-3pq^3)^2(2p^2q)= h (2a)(-3ab)=-6a^2b p. 5abtimes 2a^2b^4times 3ac= i (10ab^2)(-3a^3)=3.0a^4b^2 q. -0.5p^5qtimes (-1)/(2)q^3times 0.1pqr=

a. $x\times (2x)=2x^{2}$<br />b. $2x\times (3x)=6x^{2}$<br />j. $(ab^{2})(-3a^{3}c)=-3a^{3}b^{2}c$<br />c. $(-2x)\times x^{3}=-2x^{4}$<br />h. $(x^{2}y^{2})(-0.5x^{3}y^{3})=-0.5x^{5}y^{5}$<br />d. $(-3x^{2})\times (2x^{3})=-6x^{5}$<br />$(\frac {-m^{2}n}{2})(4m^{3}n^{2})=-2m^{5}n^{3}$<br />e. $(-3x^{3})(-2x^{3})=+6x^{6}$<br />$(2x)^{2}x=4x^{3}$<br />j. $3z(-3z^{2})=-9z^{3}$<br />$(\frac {x}{2})^{3}(-2y^{4})=-\frac {1}{4}x^{3}y^{4}$<br />g. $(-m^{2})(5m^{3})=-5m^{5}$<br />$(-3pq^{3})^{2}(2p^{2}q)=18p^{4}q^{7}$<br />h. $(2a)(-3ab)=-6a^{2}b$<br />p. $5ab\times 2a^{2}b^{4}\times 3ac=30a^{3}b^{5}c$<br />i. $(10ab^{2})(-3a^{3})=-30a^{4}b^{2}$<br />q. $-0.5p^{5}q\times \frac {-1}{2}q^{3}\times 0.1pqr=0.025p^{6}q^{4}$