Solve for t (log10t)2=3 − 2log10t
let log10t =xx2 =3 − 2xx2 + 2x − 3 = 0(x+3) (x−1)=0x=1 or −3log10t = 1 or −3 101 = t 10−3= t t=10 or 0.00
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