At 6.25 seconds
(6.25,625)
*Hint: usually a square root of a square are the x and y values
Here are the answers:
h = 200t-16t^2
h = 200(4) -16(4)^2
h = 800 - 256
h = 544
h = 200t-16t^2
h = 200(10) - 16(10)^2
h = 2000 - 1600
h = 400
The shell is falling at 10 seconds. This is because the height of the shell decreased by 144 feet.
h=200t-16t^2
1. Just sub in "4" fot t and we have 544 ft
2. at t = 10 , we have 400 ft
3. Falling......if it were rising, the height at 10 seconds would br greater than at 4 seconds
4. Table values
5 = 600 ft
6 = 624 ft
7 = 616 ft
8 = 576 ft
9 = 504 ft
5. Here's the graph......I'll let you fill in the details - you can "trace" the graph by holding down your mouse button : https://www.desmos.com/calculator/1hlpee4759
6. The shell reaches max height at 6.25 seconds [ see the graph]
7. Here's the graph of this function : https://www.desmos.com/calculator/yce2kwfm01
At 6.25 seconds
(6.25,625)
*Hint: usually a square root of a square are the x and y values