Functions: Higher degree polynomials
Equations with polynomials
Solve for #x# in
\[\left(x^3-9\right)\left(4\cdot x^2-9\right)=0\]
Give your answer in the form #x=x_1 \lor x=x_2 \lor \ldots \lor x=x_n#, where #x_1#, #x_2#, #\ldots#, #x_n# are exact numbers (no decimal values), and #n# the number of solutions.
\[\left(x^3-9\right)\left(4\cdot x^2-9\right)=0\]
Give your answer in the form #x=x_1 \lor x=x_2 \lor \ldots \lor x=x_n#, where #x_1#, #x_2#, #\ldots#, #x_n# are exact numbers (no decimal values), and #n# the number of solutions.
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