Determine whether the statement is true or false. Explain. A polynomial function is a rational function, but the converse is false. O True. If P(x) is a polynomial function, then P(x) = _ and so it is a rational function. The converse is false. For example, R(x) = _ is a rational function that is not a polynomial function. True. If P(x) is a polynomial function, then P(x) = _and so it is a rational function. The converse is false. For example, R(x) = XL is a rational function that is not a polynomial function. x -1 O False. P(x) = *+1 is a polynomial function that is not a rational function. False. Polynomial functions are combinations of rational functions f(x)=x , with the power restricted to integers. False. Rational functions are combinations of polynomial functions f(x)=x , with the power restricted to fractions. X Need Help? Read It Talk to a Tutor . + 0/1 points Previous Answers TanApCalcBr10 2.3.088. My Notes + Ask Your Teacher Determine whether the statement is true or false. Explain. The function f(x) = 2% is a power function. True. A power function has the form rx, where r is a real number. O False. A power function has the form x, where r is a real number. X Mood Holm ? Talk in . Tutor Type here to search a 1:32 AM e # 8 W 8/25/2019 insert delete backspace