hey i need help with this

-[-I3 Points] Suppose for) is a function such that - :10} = 2 - The domain offis [0,10]. - f'(x) > 0 on the interval (0,5). - f'(x) 0 on the interval (00.00). l.e., the derivative is always positive. However, all of them have two features in common. Which of the following are common features for all functions that meet the above conditions? Select all that apply. E] f passes through the point (3, 4). E] f passes through the point (4, 3). C] fis increasing. E] f is decreasing. 2. [l2 Points] Many different functions meet the conditions :13)=4 f'(x) 2' O on the interval (0090). l.e., the derivative is always positive. Several possible graphs are shown below. Which of them meet the above conditions? Select all that apply. _|. { __I__L_J__l__l__L I _L_J__l__l__L I _L_J.__I__I__L 1. [-/2 Points] DETAILS Suppose f(x) is a function such that f(3) = 4 f'(x) > 0 on the interval (-co,co). I.e., the derivative is always positive. Which of the following is a possible graph of f(x)? f(x) f(x) O f(a) f(x) - +