If z = cos (pi/4) + i sin(pi/6), then calculate |z| and arg(z).

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If `z = cos(pi/4) + i sin(pi/6)` , then If `z = cos(pi/4) + i sin(pi/6)` , then
If z=cosπ/4+isinπ/6, then |z|=?arg (z)=?|Complex Numbers|11|NCERT|TERM 1|RD Sharma|CBSE|MCQ|CET|JEE If z=cosπ/4+isinπ/6, then |z|=?arg (z)=?|Complex Numbers|11|NCERT|TERM 1|RD Sharma|CBSE|MCQ|CET|JEE
If z = cos(π/4) + i sin(π/6), then (a) |z| = 1, arg(z) = π/4 (b) |z| = 1, arg(z) = π/6 (c) |z| = √3/ If z = cos(π/4) + i sin(π/6), then (a) |z| = 1, arg(z) = π/4 (b) |z| = 1, arg(z) = π/6 (c) |z| = √3/
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if z is a complex number such that mod(z)=4 and if z is a complex number such that mod(z)=4 and 'arg(z)=5pi/6' then z is equal to
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