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given cubic equations x³-2kx²-4kx+k²=0 . if the root of the equations is less than 1, the other root is in the interval (1,4) and the 3rd root is greater than 4 then value of k lies in the interval (a+✓b,b(a+✓b) where a,b range of N . the valur of (a+b)³+(ab+2)² equal given cubic equations x³-2kx²-4kx+k²=0 . if the root of the equations is less than 1, the other root is in the interval (1,4) and the 3rd root is greater than 4 then value of k lies in the interval (a+✓b,b(a+✓b) where a,b range of N . the valur of (a+b)³+(ab+2)² equal
Dear studentif the root of the equations is less than 1there is only 1 equation and multiple roots kindly check the question and repostRegadrs
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