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1. Representa con potencias las siguientes $expresiones$ a. $\left(-3\right)\times \left(-3\right)\times \left(-3\right)\times \left(-3\right)=$ b. $\left(5\right)\times \left(5\right)\times \left(5\right)\times \left(5\right)\times \left(5\right)=$ c. $\left(x\right)\times \left(x\right)\times \left(x\right)\times \left(x\right)\times \left(x\right)\times \left(x\right)=$ d. $\left(ab\right)\times \left(ab\right)\times \left(ab\right)=$ e. $\left(c\right)\times \left(c\right)^{2}\times \left(c\right)^{3}\times \left(c\right)^{4}=$ f. $\left(-m\right)^{4}\times \left(-m\right)^{5}\times \left(-m\right)^{2}=$ g. $\left(w\right)^{a}\times \left(w\right)^{2a}\times \left(w\right)^{4a}=$ h. $\left(-ab\right)^{2n}\times \left(-ab\right)$ $3n-1\times \left(-ab\right)$ $3n-2=$ i. $\left(b\right)$ $5a-1$ $\dfrac {=} {2a-1}$ $\left(b\right)$ j. $\dfrac {\left(-x\right)^{3}\times \left(-x\right)^{5}x\left(-x\right)^{2}} {\left(-x\right)^{6}\times \left(-x\right)^{2}}$ $\left(\dfrac {\left(-3\right)^{8}x\left(-3\right)^{11}} {\left(\left(-3\right)\times \left(-3\right)\right)^{6}}\right)^{2}$ $\left(8\right)^{16}\times \left(-4\right)^{14}$ $\dfrac {\left(-4\right)^{6}} {\left(-4\right)^{2}}\times \left(8\right)^{6}x\left(8\right)^{2}$ k. $\left(\left(-3\right)^{2}\right)^{7}\times \left(\left(-2\right)\times 6\right)^{9}$ $\dfrac {\left(6\right)^{8}} {\left(6\right)^{3}}\times \left(\left(-3\right)^{2}\right)^{4}x\left(-2\right)^{6}$ $\left(\left(8\right)\times \left(8\right)\right)^{2}x\dfrac {\left(-4\right)^{6}\times \left(-4\right)^{2}} {\left(\left(-4\right)^{2}\right)^{3}}\times \left(-3\right)$
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Profesor de Qanda - JafetMoon
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Hola! :) aquí está la solución
Cualquier duda pregúntame. No olvides evaluar la solución ? Saludos! :D
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