The path of a football kicked by a field goal kicker can be modeled by the equation y = –0.03x2 + 1.53x, where x is the horizontal distance in yards and y is the corresponding height in yards. Q1: What is the football’s maximum height? Round to the nearest tenth. Q2: How far is the football kicked?
I would give you the answer if you did not keep deleting your question after I help you out with them. That can also help others.
i'm not deleting them, i'm just closing them so no one else can answer and confuse people :p
ok, I'm not gonna give you the answer so that you can actually understand the problem, but I'll tell you this: Q1: You need to find the value at -b/2a Q2: Plug in that value for y Your actual equation is this: y = -.03x^2 + 2.53x Hint: y = ax^2 + bx + c
this is practice so i'd rather the answer so i can try to solve the equation :p
Well, just plug in the values: a = -.03 b = 2.53 c = you have no c in this problem
Q1: -1.26 ?
2: same?
i just need the answers. so i can figure the work out lol
No, I didn't get that for Q1, what I got was 42.1667
Q1: is 19.5 i just got the answer. how about Q2?
...
Plug your answer in for y and solve for x.
Oh wow I'm so sorry, I rewrote your problem wrong. Here's the actual equation: y = -0.03x^2 + 1.53x Q1: 25.5
q2?
I'm getting an imaginary solution for that. I guess that you could put the same as Q1, otherwise it would be weird to have an imaginary distance. Here's what I got: x = 25.5 +- 14.3i
Was this the original equation, though?\[y = - 0.03x ^{2} + 1.53x\]
Join our real-time social learning platform and learn together with your friends!