1. A company that manufactures drinking glasses packages 100 glasses per container for shipping. During the packaging process, an average of 3 glasses are broken per container. If the company needs to package and ship 14,000 drinking glasses that are not broken, EXACTLY how many glasses must the company manufacture?

2. What is the value of the larger of the zeros of the function?
g (x) = (x-2) (x+9)

3. The function f(x)=-1/8^2+3/2x represents the height in the air of a T-shirt after is it released from a launcher during a baseball game. Let f(x) represent the height, in yards, of the T-shirt after x seconds. What is the height, in yards, of the T-shirt after 2 seconds, written as an improper fraction. (Or you could just do it and I'll do the fraction myself)

4. The equation f (x) = 4x^2 - 12x + 13 is written as the equivalent function f (x) (2x-3)^2 + k. What is the vale of k?

4 answers

.97x = 14000

well, the zeros are -9 and 2, so ...

Or, you could just do it yourself
f(x)=-1/8 x^2+3/2 x
f(2) = -1/8 (2^2) + 3/2 (2)
...

well, (2x-3)^2 = 4x^2 - 12x + 9
so, ...
I need someone to dumb the answers for 3 and 4 waaaayyyy down. Could anyone do this?
Nvm, just 4
Wait, so the answer to #4 is 9? Somebody plz help! This is a really important benchmark and I don't have a lot of time to finish it, then I have another one to do! I have to have them both turned in in just a few hours.