Functions: Higher degree polynomials
Solving higher degree polynomials with the quadratic equation
Solve #x# in the equation
\[12\cdot x^{10}-{{x^5}\over{2}}-5=0\tiny\]
Give your answer in the form #x=x_1\lor x=x_2 \lor \ldots \lor x=x_n#, in which #x_1#, #x_2#, #\ldots#, #x_n# are numbers and #n# the number of solutions.
\[12\cdot x^{10}-{{x^5}\over{2}}-5=0\tiny\]
Give your answer in the form #x=x_1\lor x=x_2 \lor \ldots \lor x=x_n#, in which #x_1#, #x_2#, #\ldots#, #x_n# are numbers and #n# the number of solutions.
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