If w is the cube root of unity and (1+w)^7=A+Bw then A&B are respectively

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(a) If w(≠ 1) is a cube root of unity and (1+w)^7=A+Bw, then A& B are respectively thenumbers (A)...(a) If w(≠ 1) is a cube root of unity and (1+w)^7=A+Bw, then A& B are respectively thenumbers (A)...
If w is a cube root of unity, and `(1+w)^7 = A+Bw`. Then (A,B) equalsIf w is a cube root of unity, and `(1+w)^7 = A+Bw`. Then (A,B) equals
If \( w(\neq 1) \) be a cube root of unity and \( (1+w)^{7}=A+B w \), then \( A \) and \( B \) a...If \( w(\neq 1) \) be a cube root of unity and \( (1+w)^{7}=A+B w \), then \( A \) and \( B \) a...
If omega(!=1)\n is a cube root of unity,\nand (1+omega)^7=A+Bomega\n. Then (A, B) equals \n(i.)(...If omega(!=1)\n is a cube root of unity,\nand (1+omega)^7=A+Bomega\n. Then (A, B) equals \n(i.)(...
If ω(≠1) is a cube root of unity and (1+ω)7=A+Bω, then A and B are respecti....If ω(≠1) is a cube root of unity and (1+ω)7=A+Bω, then A and B are respecti....
12th Std Maths Ex.2.9(19) if w#1 is a cubic root of unity (1+w)^7= A+Bw then A,B=12th Std Maths Ex.2.9(19) if w#1 is a cubic root of unity (1+w)^7= A+Bw then A,B=
If ω is am imaginary cube root of unity,then (1+ω-ω^2)^7 equal to?||What is imaginary cube root of1?If ω is am imaginary cube root of unity,then (1+ω-ω^2)^7 equal to?||What is imaginary cube root of1?
\\(\\text{If }\\omega( \\neq 1)\\ is\\ cube\\ root\\ of\\ unity\\ and\\ \\)\\((1 + \\omega)^{7} ....\\(\\text{If }\\omega( \\neq 1)\\ is\\ cube\\ root\\ of\\ unity\\ and\\ \\)\\((1 + \\omega)^{7} ....