[" If "|z-2|>=|z-4|" then correct statement is- "],[[" (A) "R(z)>=3," (B) "R(z)<=3]]

If |z – 2| ge |z – 4| then correct statement is-

Consider two complex number z and omega satisfying |z|= 1 and |omega-2|+|omega-4|=2 . Then which of the following statements(s) is (are) correct?

Consider two complex number z and omega satisfying |z|= 1 and |omega-2|+|omega-4|=2 . Then which of the following statements(s) is (are) correct?

If z_1, z_2, z_3, z_4 are the affixes of four point in the Argand plane, z is the affix of a point such that |z-z_1|=|z-z_2|=|z-z_3|=|z-z_4| , then prove that z_1, z_2, z_3, z_4 are concyclic.

If |z_(1)|=|z_(2)|=|z_(3)|=|z_(4)| , then the points representing z_(1),z_(2),z_(3),z_(4) are :

| ((1) / (2)) (z_ (1) + z_ (2)) + sqrt (z_ (1) z_ (2)) | + | ((1) / (2)) (z_ (1) + z_ (2)) - sqrt (z_ (1) z_ (2)) | = Choose the correct answer.1. | z_ (1) + z_ (2) |, 2. | z_ (1) | + | z_ (2) |, 3 | z_ (1) -z_ (2) |, 4. | Z_ (1) | - | z_ (2) |

Statement-1 : z_(1)^(2) + z_(2)^(2) +z_(3)^(2) +z_(4)^(2) =0 " where " z_(1) ,z_(2),z_(3) and z_(4) are the fourth roots of unity and Statement -2 : (1)^(1/4) = (cos0^(@) +isin0^(@))^(1/4)

With references to cannabis, which of the following options is correct for statement-.X., statement-.Y. and statement-.Z.? statement-.X.- Flowers are attractive and produce scent statement-.Y.- Pollen grains are small in size, dry and light statement-.Z.- Cannabis is wind pollinated plant (A) Both the statement-.X. and statement-.Y. are correct and statement-.Z. is the correct reason for .Y. (B) statement-.X. is correct and statement-.Y. is wrong. statement-.Z. is the correct reason for .X. (C) statement-.X. is wrong and statement-.Y. is correct. statement-.Z. is the correct reason for .Y. (D) Both of the statement-.X. and .Y. are wrong and .Z. is independent of .X. and .y"

Let z= a+ ib (where a,b,in R and i = sqrt(-1) such that |2z+3i| = |z^(2)| identify the correct statement(s)?