If the complex numbers `xa n dy` satisfy `x^3-y^3=98 ia n dx-y=7i ,t h e nx y=a+i b ,w h e r ea ,b , in Rdot` The value of `(a+b)//3` equals ______.

If the complex numbers x and y satisfy x^3-y^3=98 ia n dx-y=7i ,t h e nx y=a+i b ,w h e r ea ,b , in Rdot The value of (a+b)//3 equals ______.

If the complex numbers x and y satisfy x^3-y^3=98 ia n dx-y=7i ,t h e nx y=a+i b ,w h e r ea ,b , in Rdot The value of (a+b)//3 equals ______.

If the complex numbers x and y satisfy x^3-y^3=98i and x-y=7i ,then x y=a+i b ,where a ,b , in Rdot The value of (a+b)//3 equals ______.

If the complex numbers x and y satisfy x^(3)-y^(3)=98i and x-y=7i ,then xy=a+ib, where a,b,in R The value of (a+b)/3 equals

If z=(a+i b)^5+(b+i a)^5 , then prove that R e(z)=I m(z),w h e r ea ,b in Rdot

If x y+y^2=tanx+y ,t h e n(dy)/(dx)dot

If x=a+b i is a complex number such that x^2=3+4i and x^3=2+1i ,w h e r e i= sqrt(-1) ,t h e n(a+b) equal to ______.

If x=a+b i is a complex number such that x^2=3+4i and x^3=2+11i ,w h e r e i=sqrt(-1),t h e n (a+b) equal to ______.

If x=a+b i is a complex number such that x^2=3+4i and x^3=2+1i ,w h e r e i=sqrt(-1),t h e n(a+b) equal to ______.

If the equation of plane containing the line x-y+z=0a n dx+y+z-2=0 and which is farthest from origin is a x+b y+c z=d ,w h e r ea , b ,c ,d in N , then find the minimum value of (a+b+c+d)dot