Home
Class 11
MATHS
[qquad BC=|-7i-(2-i)|],[" 1.सिद्ध कीजिए ...

[qquad BC=|-7i-(2-i)|],[" 1.सिद्ध कीजिए कि "3+2i,5i,-3+2i" तथा "-i" निरूपित बिन्दुओं द्वारा एक "],[" वर्ग (square) बनता है। "]

Promotional Banner

Similar Questions

Explore conceptually related problems

Evaluate (2-7i)/(3+5i)

Show that the complex numbers 3 + 2i, 5i, -3 + 2i, and -i form a square.

If A = [(3+2i, i),(-i,3-2i)] then find A^-1

If z=|{:(3+2i,5-i,7-3i),(i,2i,-3i),(3-2i,5+i,7+3i):}|,"where "i=sqrt(-1),"then"

If z=|{:(3+2i,5-i,7-3i),(i,2i,-3i),(3-2i,5+i,7+3i):}|,"where "i=sqrt(-1),"then"

If A=[(1,2-3i,3+4i),(2+3i,0,4-5i),(3-4i,4+5i,2)] then A is

If Z=|{:(1,1+2i , 5i),(1-2i, -3, 5+3i),(5i, 5-3i, 7):}| , then (i =sqrt(-1))

6i^(50) + 5i^(33) - 2i^(15) + 6i^(48) = 7i .

Let z = |(1,1-2i,3+5i),(1+2i,-5,10i),(3-5i,-10i,11)| , then