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Write f(x)=x^3+25x in factored form, and find the roots of f( x). The roots of f( x) are: a. -25, 1, -1 b. 0, 5, -5 c. -25, i, -i d. 0, 5i, -5i
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you can write it as x(x^2+25), and if you want to find its roots set f(x) to be zero. Then, your product will be zero, if x is zero or x^2+25=0, so the roots are x=0, and the other two are +5i and -5i which are the complex zeroes of x^2+25, so correct answer is d
Thanks nenadmatematika!
you're welcome :D
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