Question

find value of x and y (1+i) y ka squre + (6+i) = (2+i)x

Answer 1

\[ (1+i) y ka^2 + (6+i) = (2+i)x \]?

Answer 2

heh listen if u r not able to understnd can i attached the file and tell u whch qustion is neded to be done

Answer 3

Yeah attach it

Answer 4

r u able to see the qustionss

Answer 5

i want answers of question no. 2 b and c part and q3 and q1. f part pllzzz help mee

Answer 6

((1+i)y)^2+(6+i)=(2+i)x
(1+i)^2*y^2+6+i=2x+ix
(1-1+2*i*1)*y^2+6+i=2x+ix
i2y^2+6+i=2x+ix
6+i(2y^2+1)=2x+ix
now compare real and imaginary part of both side
2x=6 and x=2y^2+1
x=3 3=2y^2+1
2=2y^2
y^2=1
y= +-1
ans (x,y)=(3,1) or (3,-1)

Answer 7

which answer is this

Answer 8

^ yeh symbol kiska hai

Answer 9

y^2 means y square

Answer 10

this is the answer of your question

Answer 11

kk thanks can u solve more qustions that i have post

Answer 12

yeah tell
me

Answer 13

i have attached the qustions in this i need answer of q1.f) part and q2 c part and q3. answer plzzzzzz provide me

Answer 14

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