question 1 of 10\nyou perform an experiment to test how far a cannon will shoot a performer at different…

question 1 of 10\nyou perform an experiment to test how far a cannon will shoot a performer at different angles. the data are shown below.\n| angle | distance (feet) |\n| ---- | ---- |\n| 32° | 110 |\n| 36° | 120 |\n| 40° | 128 |\n| 44° | 133 |\n| 48° | 127 |\n| 52° | 119 |\n| 56° | 109 |\n| 60° | 100 |\n| 64° | 91 |\n| 68° | 77 |\n| 72° | 63 |\nat which angle will the performer travel the shortest distance?\na. 32°\nb. 72°\nc. 60°\nd. 44°

question 1 of 10\nyou perform an experiment to test how far a cannon will shoot a performer at different angles. the data are shown below.\n| angle | distance (feet) |\n| ---- | ---- |\n| 32° | 110 |\n| 36° | 120 |\n| 40° | 128 |\n| 44° | 133 |\n| 48° | 127 |\n| 52° | 119 |\n| 56° | 109 |\n| 60° | 100 |\n| 64° | 91 |\n| 68° | 77 |\n| 72° | 63 |\nat which angle will the performer travel the shortest distance?\na. 32°\nb. 72°\nc. 60°\nd. 44°

Answer

Explanation:

Step1: Identify the task

We need to find the minimum value in the distance - column.

Step2: Compare the values

By looking at the distance values: 110, 120, 128, 133, 127, 119, 109, 100, 91, 77, 63. We can see that 63 is the smallest value.

Step3: Find the corresponding angle

The angle corresponding to a distance of 63 feet is 72°.

Answer:

B. 72°