What is the solution of the equation?
Possible answers: -6 4 14 -8
\[\huge\ x^{-1}=\frac{ 1 }{ x }\]
???
\[\huge\ (x+10)^{-9}=-7\] So can you do something to make this positive . Another example, \[\huge\ (x+2)^{-2}=\frac{ 1 }{ (x+2)^2 }\]
Proxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>CallistoProxiez>
\[\sqrt{x+10} -9 = -7\] take the "-9" to the other side \[\sqrt{x+10} = 2\] square both sides x+10 = 4 take the "10" to the next side x=-6
Join our real-time social learning platform and learn together with your friends!