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If x(x--3)=-1 then the valueof x³(-x³-18) will A.2 B.0 C.1 D.-1?
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If x(x--3)=-1 then the valueof x³(-x³-18) will A.2 B.0 C.1 D.-1?
Solution:

Given expression is x(x-3) = -1

Step 1: Solve the given expression

x(x-3) = -1

x² - 3x + 1 = 0

By using the quadratic formula,

x = (3 ± √13)/2

Step 2: Find the value of x³(-x³-18)

For x = (3 + √13)/2

x³(-x³-18) = [(3 + √13)/2]³[-[(3 + √13)/2]³-18]

= -1

For x = (3 - √13)/2

x³(-x³-18) = [(3 - √13)/2]³[-[(3 - √13)/2]³-18]

= 1

Therefore, the value of x³(-x³-18) is either -1 or 1.

Hence, the answer is (D) -1.
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