Ramy jumped from the window from the height of 400 feet. His speed of feeling was 10 feet. second write a functions to represent the situation.explain the answer please
I don't know the answer
Ramy was severely injured and not expected to live.
study the equation of motion. If he indeed fell, starting at 10 m/s downward, then his height after t seconds was
h(t) = 400 - 10t - 5t^2
But I doubt he pushed off with such a downward speed. Maybe you can modify h(t) to reflect the actual scenario.
To represent the situation of Ramy jumping from a window, you can create a function that describes his height at any given time. Let's call this function "height_at_time".
To find the value of the function at a specific time, you can subtract the distance fallen from the initial height:
height_at_time(t) = initial_height - (falling_speed * t)
In this case, Ramy jumps from a height of 400 feet, and his falling speed is 10 feet per second. So the function becomes:
height_at_time(t) = 400 - (10 * t)
Where:
- "t" represents the time (in seconds) since Ramy jumped.
By plugging in different values for "t", you can find Ramy's height at that particular time. Keep in mind that the height will decrease linearly over time as Ramy falls.