A golf ball is hit and its height is given by the equation h=29.4t - 4.9t^2, where t is the time elapsed, in seconds, and h is the height in metres.
a) Write an equation in function notation to represent the height of the ball as a function of time b) State the degree of this function and whether the function is linear or quadratic. c) Use difference tables to confirm your answer in part (b) d) Graph the function where {tER | t > 0} e) At what time(s) is the ball at its greatest height? Express the height of the ball at this time in function notation f) At what time (s) is the ball on the ground? Express the height of the ball att this time in function notation
Hi
Hi, can you please help me with this question?
@diamondboy ^
I think some could be done
how far have u gone?
Lets start from the very last question (f)
What is the height when it touches the ground
I haven't started it because i don't understand what to do... Why can't we start from part a) ?
And go in order?
ok...Lets start with a)
|dw:1442180642592:dw| Do you understand how that happened
Join our real-time social learning platform and learn together with your friends!