Find the Complex Zeros of the polynomial function. Write f in factored form. Please show all work-need to understand how to work problem. Thank you!!! f(x)=x^4+26x^2+25 Use the complex zeros to write f in factored form. Simplify your answer. Solution zeros => roots; so for x 4 +26x 2 +25 = 0 ; put t= x 2 ; so equation becomes t 2 +26t+25 = 0 ; roots = -b±b 2 -4ac /2a ; = -26 ±26 2 -4*25*1/2 = -14 and -38 ; so x 2 = -14 and x 2 = -38 ; so x= i14 ,-i14and x= i38,-i38 ; so equation in factors is (x-i14)(x+i14)(x-i38)(x+i38) = f(x) .