The table below is the only data needed to answer this question. For the sake of this exercise, please assume your historical information will hold in the future (i.e., in the upcoming period, you can expect 802 delivery runs, Claws and Effect would be expected to complete 98 runs with 52 successes, etc). Statistics by Sled Team Puparazzi Ruff Runners Wizard of Paws Barking Lot Claws and Effect Total Runs 112 176 236 180 98 Total Successes Total Failures 39 73 117 59 57 179 38 142 52 46 Upon further research, your team tells you the 2 sled teams that don't transfer are able to take on more runs. Each team could go on up to an additional 200 runs to complete the upcoming 802 deliveries. But for any runs beyond their current count, their success rate will be a quarter of what it is today. What is the new minimum success rate that Dashing Dogs needs for your overall team to break even? Round your answer to 2 decimal places (e.g. 24.37%). You do not need to round successful runs to a whole number (for example, you may use 10.3 successful runs vs rounding to 10 or 11 successful runs). State assumptions, explain your thinking and show your work. The table below is the only data needed to answer this question. For the sake of this exercise, please assume your historical information will hold in the future (i.e., in the upcoming period, you can expect 802 delivery runs, Claws and Effect would be expected to complete 98 runs with 52 successes, etc). Statistics by Sled Team Puparazzi Ruff Runners Wizard of Paws Barking Lot Claws and Effect Total Runs 112 176 236 180 98 Total Successes Total Failures 39 73 117 59 57 179 38 142 52 46 Upon further research, your team tells you the 2 sled teams that don't transfer are able to take on more runs. Each team could go on up to an additional 200 runs to complete the upcoming 802 deliveries. But for any runs beyond their current count, their success rate will be a quarter of what it is today. What is the new minimum success rate that Dashing Dogs needs for your overall team to break even? Round your answer to 2 decimal places (e.g. 24.37%). You do not need to round successful runs to a whole number (for example, you may use 10.3 successful runs vs rounding to 10 or 11 successful runs). State assumptions, explain your thinking and show your work