Solve the problem.A projectile moves so that its position at any time t is given by the equations x = 64t and 
for t in [0, 8]. Find the equivalent rectangular equation.
A. y = 2x + 
x2
B. y = -0.5x - 
x2
C. y = 2x - 
x2
D. y = 2x - 
x2
Answer: D
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Solve the problem. Round to the nearest cent.While you are going to school, you take out student loans to pay for your education. Some of these loans are subsidized, meaning that you will not be charged interest while you are in school. Other loans are unsubsidized, and begin charging interest immediately. You received $8,000 in unsubsidized student loans during your first semester of school. If this loan compounds daily at an APR of 4.5%, a. How much will you need to repay after 4 years of college? (Use a 365 day year)b. How much will you owe in interest?
A. a. $11,466.38 b. $3,466.38 B. a. $9,540.15 b. $1,540.15 C. a. $8,000 b. $0 D. a. $9,577.63 b. $1,577.63
Provide an appropriate response.The graph of an exponential function with base a is given. Sketch the graph of h(x) = a-x. Give the domain and range of h. f(x) = ax 
What will be an ideal response?
Solve the problem.Sam and Chad are ticket-sellers at their class play. Sam is selling student tickets for $2.00 each, and Chad selling adult tickets for $5.50 each. If their total income for 24 tickets was $83.00, how many tickets did Sam sell?
A. 10 tickets B. 15 tickets C. 14 tickets D. 16 tickets
Solve.
+ 
= 2
A. x = 36 B. x = 0 C. x = 1 D. x = 16