Home
Class 11
MATHS
Taking z1 = 12 + 5 i and z2 = 3 - 4i, ve...

Taking `z_1 = 12 + 5 i` and `z_2 = 3 - 4i`, verify that `|Z_1/Z_2| = |Z_1|/|Z_2|`

Promotional Banner

Similar Questions

Explore conceptually related problems

If z_1 = 5 + 7i and z_2= 7 - 9i ,verify : |z_1/z_2|= (|z_1|)/ (|z_2|) .

Let z_1=2- 3i and z_2= 5 + 12i , verify that : |z_1+z_2| <|z_1|+|z_2| .

If z_1 = 5 + 7i and z_2= 7 - 9i ,verify : |z_1 z_2|=|z_1| |z_2| .

If z_1 = 3 + 4i and z_2=12 -5i , verify : |z_1 z_2|= |z_1| |z_2| .

If z_1 = 5 + 7i and z_2= 7 - 9i ,verify : |z_1+z_2| <|z_1|+ |z_2| .

If z_1 = 5 + 7i and z_2= 7 - 9i ,verify : |z_1^2|=|z_1|^2 .

If z_1 = 5 + 7i and z_2= 7 - 9i ,verify : |z_2-z_1| > |z_2|- |z_1| .

If z_1 = 3 + 4i and z_2=12 -5i , verify : |z_1+z_2|<|z_1|+ |z_2| .

If z_1 = 5 + 7i and z_2= 7 - 9i ,verify : |-z_1|=|z_1| .

Let z_1=2- 3i and z_2= 5 + 12i , verify that : |z_2-z_1| >|z_2|-|z_1| .