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CENGAGE PUBLICATION-COMPLEX NUMBERS-NUMERICAL VALUE TYPES
- Write the following in z=a+ib form: z=1/(3-2i)
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- Write the following in z=a+ib form: z=(e+if)/(c+id)
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- Write the following in z=a+ib form: z=1/(2-2sqrt3 i)
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- Write the following in z=a+ib form: z=1/(c+id)
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- Write the following in z=a+ib form: z=1/(5+i)
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- Write the following in z=a+ib form: z=1/(6+8i)
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- Write the following in z=a+ib form: z=1/(3+4i)
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- Write the following in z=a+ib form: z=sqrt2e^(i (7pi)/2)
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- Write the following in z=a+ib form: z=sqrt3e^(i (7pi)/6)
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- Write the following in z=a+ib form: z=sqrt2e^(i (9pi)/4)
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- Write the following in z=a+ib form: z=(e^(-ia))/(e^(-ib))
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- Write the following in z=a+ib form: z=(e^(ia))/(e^(ib))
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- Write the following in z=a+ib form: z=e^(a+itheta)
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- If |z+2-i|=5 and maxium value of |3z +9-7i| is M, then the value of M ...
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- Write the following in z=a+ib form: z=e^(-itheta)
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- Write the following in z=a+ib form: z=sqrt2e^(i (5pi)/4)
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- Write the following in z=a+ib form: z=sqrt2e^(i 3pi/4)
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- Write the following in z=a+ib form: z=sqrt2e^(-i pi/4)
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- Write the following in z=a+ib form: z=sqrt2e^(-i pi/4)
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- Write the following in z=a+ib form: z=sqrt2e^(i pi/4)
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