Part 1 of 2 (a) What is the probability that a surveyed voter plans to vote to reelect the mayor? Express your answer as a decimal rounded to two decimal places. The probability that a surveyed voter plans to vote to reelect the mayor is 0.57 . Part: \( 1 / 2 \) of 2 (b) Interpret this probability by estimating the percentage of all voters in the city who plan to vote to reelect the mayor. The estimated percentage of all voters in the city who plan to vote to reelect the mayor is

About 57% of all voters in the city are likely to support the re-election of the mayor. This means if you were to ask 100 voters, you could expect roughly 57 of them to express their intention to vote for the mayor again. It's a positive signal for the current administration! In the rollercoaster world of politics, numbers like this help campaign teams gauge the mood of their constituents. A 57% support means there’s a solid base, but it also keeps them on their toes—especially with elections being as unpredictable as a surprise plot twist in a blockbuster movie!