- #1
dylanjames
- 24
- 0
Ok, I have used every calculator I can find, typed it in several different ways for the past three hours and at this point I am giving up and asking for help.
1. Homework Statement
A rock is thrown from the edge of a 14 meter high cliff with a velocity of total magnitude of 7m/s. Find the final velocity with which the rock hits the ground if it was launched initially upward.
OK so we have
delta D - 14m (downward, negative)
V1 - 7m/s
V2 - Solve for
A - 9.8m/s^2 (down) (let upward be positive so this would be negative)
delta T - Solve for.
For equations - (upward throw)
Vfinal^2 = Vinitial^2+2AD
Vfinal^2 = 7^2 + 2 (-9.8^2)(-14)
So V final = square root ( (7^2) + 2(9.8^2)(-14)
Final answer I got is 52.32.
This is a practice question so they list the answer and the answer is supposedly plus or minus 17.98m/s.
What am I doing wrong?I thought maybe calculator when squaring a negative number does not turn it into a positive (ie. -9.8x-9.8 = positive number) and therefore threw off answer but when done that way it is multiplied with negative 17 and I cannot ask for square root of a negative..
Been trying to troubleshoot this too long and its driving me nuts! Any and all help is SO appreciated.
1. Homework Statement
A rock is thrown from the edge of a 14 meter high cliff with a velocity of total magnitude of 7m/s. Find the final velocity with which the rock hits the ground if it was launched initially upward.
Homework Equations
OK so we have
delta D - 14m (downward, negative)
V1 - 7m/s
V2 - Solve for
A - 9.8m/s^2 (down) (let upward be positive so this would be negative)
delta T - Solve for.
For equations - (upward throw)
Vfinal^2 = Vinitial^2+2AD
Vfinal^2 = 7^2 + 2 (-9.8^2)(-14)
So V final = square root ( (7^2) + 2(9.8^2)(-14)
Final answer I got is 52.32.
This is a practice question so they list the answer and the answer is supposedly plus or minus 17.98m/s.
What am I doing wrong?I thought maybe calculator when squaring a negative number does not turn it into a positive (ie. -9.8x-9.8 = positive number) and therefore threw off answer but when done that way it is multiplied with negative 17 and I cannot ask for square root of a negative..
Been trying to troubleshoot this too long and its driving me nuts! Any and all help is SO appreciated.