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The-locus-of-the-centre-of-a-circle-which-touches-the-given-circles-z-z-1-3-4i-and-z-z-2-1-i-3-is-a-hyperbola-then-the-length-of-its-transverse-axis-is-




Question Number 21248 by Tinkutara last updated on 17/Sep/17
The locus of the centre of a circle which  touches the given circles ∣z − z_1 ∣ =  ∣3 + 4i∣ and ∣z − z_2 ∣ = ∣1 + i(√3)∣ is a  hyperbola, then the length of its  transverse axis is
Thelocusofthecentreofacirclewhichtouchesthegivencircleszz1=3+4iandzz2=1+i3isahyperbola,thenthelengthofitstransverseaxisis

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