Question

the leading term of the polynomial funtion p is anx^n where an is a real numebr and n is a positive integer the apctors of p include (x-3),(x-i), and (x-(2 i)) what is the least posible value of n

Answer 1

The least possible value of n is 1.

Step-by-step explanation:

The least possible value of n can be determined by finding the highest degree term in the polynomial function. Since the polynomial function is given as p = anx^n, we need to find the highest degree term among the factors (x-3), (x-i), and (x-(2i)).

The highest degree term is found by multiplying the highest power of x from each factor. In this case, the highest power of x is x^1 from the factor (x-3), so the leading term is anx^1 = anx.

Therefore, the least possible value of n is 1.