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Finding Solution of an Equation by Trial and Error Method

if |z-i| <=2 ...

Question

if |z-i| <=2 and Z1 = 5+3i, then find the maximum value of |iz + Z1| ?

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| Z - i | \leq 2

Z_{1} = 5 + 3 i

, then the maximum value of

| i Z + Z_{1} |

z

be a complex number such that

| z - i | \leq 2.

z_{1} = 5 + 3 i,

then the maximum value of

| i z + z_{1} |

| Z - i | \leq 2

Z_{1} = 5 + 3 i

, then the maximum value of

| i Z + Z_{1} |

If |z + 2i| $\leq 1$ and $z_{1}$ = 6-3i then the maximum value of |iz + $z_{1}$ - 4 | is equal to

| z - i | \leq 2

α = 5 + 3 i

, then find the maximum value of

| i z + α |

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Finding Solution of an Equation by Trial and Error Method

Standard VI Mathematics

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