if X + Y - 1 is zero prove that x cube + y cube + 3 x y is 1
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Answer:
x+y-1=0
x+y=1.........eqⁿ(i)
cubing on both sides
(x+y)³ = 1³
x³+y³+3xy(x+y)=1
from eqⁿ(i) value of (x+y) is 1
so x³+y³+3xy=1
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