If an airplane is traveling at 750 mph bearing of S 65 W for 3 hours how far will the plane travel? And what bearing should they travel home?

3 hours *750 mph = 2250 miles

The bearing to go home would be obtained by inverting the directions from
S65W to N65E.

To find the distance traveled by the airplane, we can use the formula: distance = speed × time.

Given that the airplane is traveling at 750 mph for 3 hours, we can calculate the distance traveled:

distance = 750 mph × 3 hours
distance = 2,250 miles

Therefore, the airplane will travel a distance of 2,250 miles.

Now, to determine the bearing the airplane should travel to return home, we need to calculate the opposite direction of S 65 W.

The opposite direction of S 65 W would be N 65 E. This is because "S" represents the south direction, and "W" represents the west direction. To find the opposite direction, we reverse the cardinal directions and change the sign of the angle.

Therefore, the bearing the airplane should travel to return home is N 65 E.