HELPP!!

GOAL: Use the Intermediate Value Theorem to prove there is at least one solution to the equation 1 0 7 on the interval (1, 7) Fill in the blanks to the proof below. 1 1 PROOF: We define f(x) 1 7 which is continuous on its domain of: E and therefore is continuous on (1, 7). And we know that f(a) > 0 > f(b) for a E b E Using the results above and the Intermediate Value Theorem we conclude that there is a solution to the equation 1 0 for some c E _ which is in (1, 7). C