Please explain. Thanks!A plane can fly 455 mph against the wind and 515 mph with the wind. What is speed of the wind and groundspeed?let the plane's ground speed be s
and let the wind's velocity be w
From the questions 2 equation are derived.
1. s + w = 515 mph
2. s - w = 455 mph
Solve this system of equation by either substitution or elimination. I will show you elimination because it will be the easiest.
Eq 1+ Eq 2 and getting
s+w+(s-w)=515+455
2s=970
s=485
Sub s into either equation 1 or equation 2 to solve for w, and if you have done it correctly, w=30
Therefore, the speed of the wind is 30 mph and the plane's ground speed is 485 mph.
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