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For problems 11 through 13, a projectile is fired upward with an initial speed of 800 feet per second. It is given that

h=-16t^2+800
(h= height of the ball)

11. factor the equation
a. h=t(-16t+800)
b. h=(-16t)(t-50)
c. h=(-16)(t^2+50t)

i put a as my answer but i dont know if it is right.

12. What will you set h equal to in the equation to find how many seconds it takes for the projectile to hit the ground?

a. h=0
b. h=1

13. Use your graphing calculator to find how many seconds before the projectile hits the ground. Let y1=.16t^2+800t , or factor and solve for t algebraically.

a. 0 seconds
b. 50 seconds

please explain this to me. i am not very good with word problems. i would really REALLY REALLY appreciate it!

thank you!

:]

2007-07-16 12:05:49 · 4 answers · asked by Anonymous in Science & Mathematics Mathematics

4 answers

Hello

11. The equation is -16t^2 + 500t so we have to take out a -16t giving us -16t(t -50) or answer b

12. we set it equal to 0 as h = the height above ground. So a is the answer here

13. So here we use our factored equation -16t(t-50) and set it = 0 so -16t = 0 or t-50 = 0 so the answer is b 50 seconds

Hope This Helps!!

2007-07-16 12:15:38 · answer #1 · answered by CipherMan 5 · 0 0

for 11) it's b
for 12) it's a
for 13) it's b

2007-07-16 19:15:57 · answer #2 · answered by Jubilee 2 · 0 0

wont help with your homework

2007-07-17 02:24:10 · answer #3 · answered by t girl 2 · 0 0

what grade are you in

2007-07-16 19:10:54 · answer #4 · answered by Anonymous · 0 2

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