The maximum value of |z1 - z2| satisfying the condition |z1| = 10 and |z2+3+4i| = 5 is?
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OpenStudy (anonymous):
I z1 I =10 is a circle having radius 10 and center at (0,0) and other circle having radius 5 and center at(-3,-4)
OpenStudy (anonymous):
I mean z2 lies on other circle...
OpenStudy (anonymous):
Ok.!
OpenStudy (anonymous):
and draw these two circles on xy plane...
OpenStudy (anonymous):
then you will get the feeling of Iz1- z2I
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OpenStudy (anonymous):
Iz1- z2| = Distance b/w to complex numbers
OpenStudy (anonymous):
yes between z1 and z2 and z1 and z2 lies on two different circles
OpenStudy (anonymous):
some hint...2nd circle will pass through the origin and both circle will touch at(-6,-8) and 2nd circle will lie within 1st circle
OpenStudy (anonymous):
Why...it touches at(-6,-8)
OpenStudy (anonymous):
solve two circles and check..
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OpenStudy (anonymous):
where they are intersecting or touching?
OpenStudy (anonymous):
or do one thing (-6,-8) lies on both the circles...and write down the equation of tangent for both circles at (-6,-8)...do u get the same tangent equation?