Question L9 _ 1i111 f (.1') _ A student tnes to nd 1:1 ' . They nd the followmg values: Iim ' .1\" Explain what is wrong with the following statement: "Since f(5) is undened, xm H 'Idoes not exist. . _ _ _ li111f(.1') = 3.: Explain why, at this pomt, It appears that rk . The student, being sensible, wants more evidence to support or refute the claim. In the first blank column, write down a value of x and f(x) (any value you want) that would support the claim ling f(.1-) 2 on: that :4.\" . (You can pick both x and f(x): for example, you might say that x = 10 . 11111 f(ri = x: and f(10) = 25, as long as your proposed values support the claim thatrin ' ' ) The student, being sensible, wants more evidence. In the second blank column, write down a _ 11111 f(.1-] : 3:: value of x and f(x) (any value you want) that would refute the claim Jrm ' . Explain why, based on the table (including the values you've entered) it would be reasonable to 11111 f(1) = x conclude :1' >5 The student, being sensible, wants more evidence. In the third blank column, write down a 11111 f(r) = 3:: value of x and f(x) (any value you want) that would refute the claim-r 1:"