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	If z is any complex number satisfying `abs(z-3-2i) le 2`, where `i=sqrt(-1)`, then the minimum value (Doubtnut) View
$Download Lagu If $ z $ is any complex number satisfying $ \|z-3-2 i\| \leq 2 $,...$	If $ z $ is any complex number satisfying $ \|z-3-2 i\| \leq 2 $,... (PW Solutions) View
	If z is any complex number satisfying \|z-3-2 i\| ≤ 2, then the minimum value of \|2 z-6+5 i\| is (PW Solutions) View
	If z is a complex number satisfying `\|z^(2)+1\|=4\|z\|`, then the minimum value of `\|z\|` is (Doubtnut) View
	If z is a complex number, then (Doubtnut) View
	Q24- If \|z-3+2i\|≤4, then the difference between the greatest and least value of \|z\| is....... (mathematics with knj) View
	Let `z 1 and z 2` be two complex numbers satisfying `\|z 1\|=9` and `\|z 2-3-4i\|=4` Then the minimum (Doubtnut) View
	positive integer n1,n2 the expression (1+i)^n1+(1+i^3)^n1+(1+i^5)^n2+(1+i^7)^n2 is real no. iff (savy rany) View
	For all complex numbers `z 1,z 2` satisfying `\|z 1\|=12 and \|z 2-3-4i\|=5` the minimum value of (Doubtnut) View
	On the complex plane locus of a point z satisfying the inequality `2 leq \|z-1\| lt3` denotes (Doubtnut) View

	If z is any complex number satisfying `abs(z-3-2i) le 2`, where `i=sqrt(-1)`, then the minimum value (Doubtnut) View
$Download Lagu If \( z \) is any complex number satisfying \( \|z-3-2 i\| \leq 2 \),...$	If \( z \) is any complex number satisfying \( \|z-3-2 i\| \leq 2 \),... (PW Solutions) View
	If z is any complex number satisfying \|z-3-2 i\| ≤ 2, then the minimum value of \|2 z-6+5 i\| is (PW Solutions) View
	If z is a complex number satisfying `\|z^(2)+1\|=4\|z\|`, then the minimum value of `\|z\|` is (Doubtnut) View
	If z is a complex number, then (Doubtnut) View
	Q24- If \|z-3+2i\|≤4, then the difference between the greatest and least value of \|z\| is....... (mathematics with knj) View
	Let `z 1 and z 2` be two complex numbers satisfying `\|z 1\|=9` and `\|z 2-3-4i\|=4` Then the minimum (Doubtnut) View
	positive integer n1,n2 the expression (1+i)^n1+(1+i^3)^n1+(1+i^5)^n2+(1+i^7)^n2 is real no. iff (savy rany) View
	For all complex numbers `z 1,z 2` satisfying `\|z 1\|=12 and \|z 2-3-4i\|=5` the minimum value of (Doubtnut) View
	On the complex plane locus of a point z satisfying the inequality `2 leq \|z-1\| lt3` denotes (Doubtnut) View