NAME: SHOW ALL WORK! Objective: Solving Exponential Equations For #land #2, solve for x. 1' 2-3 . 22x+2 . 24 = 2-1 3. Solve for x to the nearest hundredth: 5.41Jr = 29. Objective: Exponential Functions: Applications 4. A large city is growing by a rate of 0.3% annually. If there were 2,920,000 residents of the city in 1997, predict how many (to the nearest thousand) will be living in the city in 2020. Use y = 2, 920, 000(2.7) , where t = 0 represents 1997. 5. If there are initially 3500 bacteria in a culture, and the number of bacteria double each hour, the number of bacteria after / hours can be found using the formula /= 3500 [ 27 ]. How many bacteria will be present after 13 hours