Question 4 1 pts What is the relationship between the degree of a polynomial function and the minimum number of turning points and minimum number of x- intercepts in its graph? Select all the options that are true. The minimum number of turning points for an even degree polynomial would be one less than the degree and then a difference of two (because of conjugate pairs) until there is only one turning point. The minimum number of turning points for an odd degree polynomial would be one less than the degree and then a difference of two until there is no turning point. O The minimum number of turning points for an even and odd degree polynomial would be one less than the degree and then a difference of two until there is no turning point. O) The minimum number of x-intercepts for an odd degree polynomial is one, and the minimum number of x-intercepts for an even degree polynomial is zero. The minimum number of turning points for an even and odd degree polynomial would be one less than the degree and then a difference of two (because of conjugate pairs) until there is only one turning point. The minimum number of x-intercepts for both an even and odd degree polynomial is one