Respuesta :
Headwind of 4 mph: m-4
(Since the headwind is going against the hawk, the hawk should be slower. You subtract 4 from the speed, which in this case is the variable M)
Tailwind of 6 mph: m+6
(Since the tailwind is going with the hawk, the hawk should be faster. You add 6 to the speed, which is in this case is the variable M)
(Since the headwind is going against the hawk, the hawk should be slower. You subtract 4 from the speed, which in this case is the variable M)
Tailwind of 6 mph: m+6
(Since the tailwind is going with the hawk, the hawk should be faster. You add 6 to the speed, which is in this case is the variable M)
Answer:
The Rate when hawk flies into a steady headwind is m-3 and rate when hawk flies into a steady tailwind is m + 6.
Step-by-step explanation:
As given
If a migrating hawk travels m mph in still air .
As migrating hawk when it flies into a steady headwind of 3 mph .
As the headwind is travelling against migrating hawk files thus the migrating hawk speed become slower .
Thus
Rate when hawk flies into a steady headwind = migrating hawk speed in still air - Headwind speed
Rate when hawk flies into a steady headwind = m - 3
As given
As migrating hawk when it flies into a steady tailwind of 6 mph .
As the tailwind is travelling with the migrating hawk files thus the migrating hawk speed become faster .
Thus
Rate when hawk flies into a steady tailwind = migrating hawk speed in still air + tailwind speed
Rate when hawk flies into a steady tailwind = m + 6
Therefore the Rate when hawk flies into a steady headwind is m-3 and rate when hawk flies into a steady tailwind is m + 6.
