the following segmented bar chart shows the number of flights that were either on time or delayed at three different airports on one day. the figure presents a segmented bar chart. the horizontal axis is labeled airport, and the letters r, s, and t, are indicated. the vertical axis is labeled number of flights, and the numbers 0 through 600, in increments of 100, are indicated. a key shows that each bar has data for number of flights delayed and number of flights on time. the data for each bar are as follows. note that all values are approximate. airport r, 100 flights on time, 50 flights delayed. airport s, 100 flights on time, 100 delayed. airport t, 200 on time, 300 delayed. which of the following statements is supported by the bar chart? responses airport t has the greatest percentage of on-time flights compared to the other two airports. airport t has the greatest percentage of on-time flights compared to the other two airports. airport r has the least percentage of on-time flights compared to the other two airports. airport r has the least percentage of on-time flights compared to the other two airports. the number of on-time flights at airport s is half the number of on-time flights at airport t. the number of on-time flights at airport s is half the number of on-time flights at airport t. the number of on-time flights at airport r is less than the number of on-time flights at airport s. the number of on-time flights at airport r is less than the number of on-time flights at airport s. the number of flights at airport t is equal to the total number of flights at airports r and s combined.